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Optimization of Anaerobic Digestion Systems for Biomethane Recovery from Septic Tank Sludge

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Optimization of Anaerobic Digestion Systems for Biomethane Recovery from Septic Tank Sludge

1
Green Engineering Research Group, Department of Chemical Engineering, Faculty of Engineering and Built Environment, Durban University of Technology, Durban 4001, South Africa
2
Department of Chemical Engineering, Abubakar Tafawa Balewa University, P.M.B. 0248, Bauchi 740272, Nigeria
3
Department of Chemical Engineering, Federal University Dutsin-Ma, P.M.B 5001, Dutsin-Ma 821101, Nigeria
*
Authors to whom correspondence should be addressed.

Received: 31 January 2026 Revised: 24 April 2026 Accepted: 04 June 2026 Published: 25 June 2026

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© 2026 The authors. This is an open access article under the Creative Commons Attribution 4.0 International License (https://creativecommons.org/licenses/by/4.0/).

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Clean Energy Sustain. 2026, 4(2), 10013; DOI: 10.70322/ces.2026.10013
ABSTRACT: This study presents a process design, simulation, and optimization framework for converting septic sludge into biomethane using Aspen Plus®. The sludge was characterized, revealing carbon, hydrogen, and volatile matter contents of 33.80, 5.86, and 34.86 wt.%, respectively. The developed Aspen Plus® model was validated against three literature datasets, achieving percentage errors below unity. Optimization using Response Surface Methodology-Central Composite Design (RSM-CCD) showed that the maximum biomethane yield was 58.227 vol% under optimal conditions: 25 °C hydrolysis temperature, 60 °C digester temperature, 35 days hydraulic retention time (HRT), and an organic loading rate (OLR) of kg·VS·m−3·day−1, with a desirability score of 1.0. A techno-economic evaluation using the Aspen Process Economic Analyser (APEA) demonstrated the system’s economic feasibility, with a total capital investment of USD 3.19 million, an annual operating cost of USD 1.29 million, and a payback period of approximately 3.8 years. The optimized system achieved a net energy gain of 82.6%, IRR of 16.6%, and NPV of $4.64 M, confirming strong economic viability. Sensitivity analysis further revealed that CAPEX, OPEX, feedstock cost, and upgrading energy demand significantly influence system profitability, emphasizing the importance of process optimization and energy-efficient upgrading strategies. Environmental assessment showed that the optimized system improved methane recovery efficiency to 98.7% and achieved a CO2 emission reduction potential of 0.49 kg CO2-eq/kg CH4, demonstrating strong greenhouse gas mitigation potential. Overall, the findings establish anaerobic digestion of septic sludge as a sustainable and cost-effective waste-to-energy pathway suitable for decentralized urban wastewater management, supporting circular economy and clean energy objectives in developing regions.
Keywords: Anaerobic digestion; Bio-methane; Energy recovery; Optimization; Circular economy; Waste-to-energy

1. Introduction

The increasing global energy demand, combined with the depletion of fossil fuel reserves and the urgency to mitigate climate change, has intensified the search for renewable and sustainable energy alternatives. Currently, fossil fuels account for over 75% of global energy consumption, leading to rising greenhouse gas (GHG) emissions and environmental degradation [1]. As a result, there is a growing need to transition toward clean, circular, and decentraized energy systems that promote both economic and ecological sustainability [2]. Among the promising technologies, anaerobic digestion (AD) has emerged as an efficient biological process that converts organic waste into biomethane, a renewable substitute for natural gas, while simultaneously reducing waste volumes and nutrient pollution [3]. Biomethane is a form of methane derived from biomass. Its qualities make it similar to natural gas in that it can be delivered and stored using the current infrastructure, while having a less negative impact on the environment [4]. By preventing the substantial release of methane and other dangerous gases into the atmosphere, the technique of producing biomethane lowers the quantity of organic matter that breaks down in fields. Furthermore, using biomethane reduces the amount of fossil fuel required, thereby reducing the amount of greenhouse gas emitted into the atmosphere [5].

Despite the global advancement of AD, septic tank sludge remains an underutilized substrate for biomethane production, particularly in developing countries. Septic systems are widely used for domestic wastewater management, yet the periodic desludging and disposal of septic tank sludge present significant environmental and public health challenges [6]. The sludge is rich in biodegradable organic matter, including proteins, carbohydrates, and lipids, making it a potential feedstock for energy recovery [7]. However, its complex composition, variable moisture content, and potential presence of inhibitors such as ammonia and heavy metals hinder optimal digestion efficiency [8]. Maintaining a sound and efficient waste management system requires an understanding of the composition, nature, and effects of septic tank sludge on the overall performance of a septic system [9]. Sludge management done right protects the environment and public health, while averting costly repairs and system failures [10].

AD is a biological process that produces biogas via microbial fermentation in reactors; the gaseous products are carbon dioxide, hydrogen, and methane. The key volatile fatty acid (VFA) that plays an important role in the AD process is acetic acid, which can be used as an intermediate for methanogenic activity [11]. According to [12], AD, which generates biogas, a renewable energy source, is one of the most unique methods in the world for processing organic waste streams (such as manure, sludge, and industrial wastes). Hydrolysis, acidogenesis, acetogenesis, and methanogenesis are the four primary stages of AD [13]. AD is a biological process that is integrated. While a mixed-culture bacterial community fosters hydrolysis, acidogenesis, and acetogenesis, archaea convert the metabolic products of the previous processes into ammonia and methane [14]. Current studies have explored the use of co-digestion, thermal pretreatment, and catalytic enhancement to improve the biogas yield from wastewater [15]. However, research focusing specifically on the techno-economic optimization of AD systems for septic tank sludge remains limited. Most available works have concentrated on municipal or industrial wastewater sludge, neglecting the decentralized and heterogeneous nature of septic sludge systems in urban and peri-urban regions of Africa. Furthermore, the comprehensive integration of feedstock characterization, process modelling, optimization, and techno-economic assessment remains lacking, leading to uncertainties in system design, scalability, and sustainability.

This study addresses these gaps by developing and optimizing an integrated anaerobic digestion system to improve the biomethane yield from septic tank sludge. The research employs Aspen Plus® for process simulation and Response Surface Methodology (RSM) Central Composite Design (CCD) for parameter optimization, focusing on key factors such as hydraulic retention time, temperature, and organic loading rate. Techno-economic analysis is conducted using Aspen Process Economic Analyzer (APEA). The study demonstrates that the optimized system achieves high biomethane yield (58.227 vol.%), reduced environmental impact, and strong economic viability under developing-region conditions.

In summary, this work contributes to the field of waste-to-energy conversion and sustainable sanitation by presenting a validated, scalable, and economically feasible biomethane production pathway from septic sludge. The findings support the global transition toward clean energy, circular economy principles, and the attainment of Sustainable Development Goals (SDGs 7, 11, 12, and 13), thereby providing both scientific and policy relevance for developing nations.

2. Materials and Method

2.1. Materials/Equipment

Septic Tank Sludge

Septic tank sludge was used as the primary feedstock for this study. The sludge sample was collected from a household septic tank located in Yelwa, Bauchi Local Government Area, Bauchi State, Nigeria. Following collection, the sample was characterized to evaluate its suitability as a substrate for anaerobic digestion and biomethane production. The sampling location and collected septic tank sludge are presented in Yelwa (Figure 1). In addition, solvents and laboratory-grade chemicals, including methanol, acetone, and nitrogen, were procured from local suppliers for the experimental analyses. The equipment, tools, and materials employed during the anaerobic digestion process are summarized in Table 1 and Table 2.

Figure_1_1

Figure 1. Sampling collection source of the septic tank sludge.

Table 1. Equipment and its purpose used in the septic tank sludge AD process simulation and optimization.

SNO

Equipment

Model/Specification

Purpose

1.

CHN analyser

ULTRA CHS-580

Ultimate analysis

2.

Bomb Calorimeter

TX-300

To determine calorific value

3.

Magnetics stirrer

WT-500

For mixing the sludge

4.

Thermocouple

PH-Meter

Gs 405a-01

For measuring temperature for the acidity test

5.

Furnace

HTF-14200-5

Drying of feedstock

6.

Oven

C367ekh

Synthesis and drying

Table 2. Materials/Tools used in the septic tank sludge AD process simulation and optimization.

SNO

Materials/Tools

Description

Purpose

1.

Computer

HP Computer 1 TRB, 5GB RAM

Installation of the Aspen Plus software

2.

Aspen Plus Software

Version 14.0

Process modelling and simulation of the anaerobic digestion process.

3.

Data from a reliable database and literature

Input and operating parameters for simulation (Temperature, pressure, OLR, HRT, etc.)

Model validation of the experimental

4.

Design Expert

Version 13.0

Carry out optimization

5.

Aspen Process Economic Analyzer

Version 14.1

Techno-economic analysis

2.2. Method

This section describes the overall research methodology adopted in this study (Figure 2), including septic tank sludge characterization, AD modeling and simulation, model validation, techno-economic analysis, and process optimization for sustainable biomethane production. Septic tank sludge was collected from a residential area in Yelwan, Bauchi, Nigeria, and characterized using proximate and ultimate analyses to evaluate its physicochemical properties and suitability for anaerobic digestion. The anaerobic digestion process was modeled and simulated using Aspen Plus version 14.0 under steady-state operating conditions. The simulation framework incorporated both kinetic and non-kinetic reactor approaches to represent the biochemical conversion pathways during anaerobic digestion. Stoichiometric reactor (RSTOIC) blocks were used to simulate substrate decomposition and hydrolysis processes, while a continuously stirred tank reactor (CSTR) was employed to represent methanogenic conversion and biogas formation.

Figure_2_1

Figure 2. Block flow diagram of the techno-optimization approach for biomethane recovery from septic tank sludge.

The simulation model was developed using substrate characterization results, Aspen Plus thermodynamic databases, and operating parameters obtained from experimentally validated literature related to anaerobic digestion and biomethane production. Biomass and ash were defined as non-conventional components, whereas gaseous and liquid compounds were treated as conventional components within the Aspen Plus environment. Key operating parameters investigated in the study included hydrolysis temperature, digester temperature, hydraulic retention time (HRT), and organic loading rate (OLR).

The accuracy of the developed Aspen Plus AD model for biomethane recovery from septic tank sludge was evaluated through validation against previously published experimental studies. Furthermore, the developed simulation model was integrated with the Aspen Plus Economic Analyzer to perform techno-economic assessment, including estimation of capital and operating costs associated with biomethane production. Process optimization was carried out using Design-Expert version 13.0 through RSM based on the CCD approach to evaluate the effects of selected operating parameters and determine the optimum process conditions for enhanced biomethane yield.

2.2.1. Feedstock Characterization

Proximate Analysis

The moisture content of the septic tank sludge was determined using the oven-dry method according to ASTM D2216-19 [16]. Pre-weighed porcelain dishes were dried at 105 °C for 1 h, cooled in a desiccator, and weighed (W1). About 2 g of sludge was added to each dish, and the total weight was recorded (W2). Samples were then dried at 105 °C for 12 h, cooled in a desiccator, and reweighed (W3). Moisture content (MC) was calculated using Equation (1):

```latex\mathrm{MC}\left(\%\right)=\frac{W_2-W_3}{W_2-W_1}\times100```

(1)

where W1 is the weight of the empty dish (g), W2 is the weight of the dish with the wet sample (g), and W3 is the weight of the dish with the dry sample (g).

The dry matter content (DM) will be determined by subtracting the moisture content from the total fraction (100%) as expressed in Equation (2):

```latex\mathrm{DM}\left(\%\right)=100-\mathrm{MC}```

(2)

This method provides a reliable estimation of the sludge’s moisture and solids content, which are essential parameters in evaluating its biodegradability and suitability for anaerobic digestion [16,17].

The ash, volatile solids, and fixed carbon contents of the septic tank sludge were determined using the muffle furnace method, following ASTM standards adopted by [18]. Pre-weighed porcelain crucibles were first heated in a muffle furnace for a few minutes, cooled in a desiccator, and weighed. Approximately 2 g of each sample was placed into the crucibles and ashes in a muffle furnace at 600 °C for 3 h, with temperature maintained using an automatic pyrometer. The crucibles were then cooled in a desiccator and weighed.

The ash content (AC) was calculated as Equation (3):

```latex\mathrm{AC}\left(\%\right)=\frac{W_{\mathrm{ash}}}{W_{\mathrm{sample}}}\times100```

(3)

where $${W}_{\text{ash}}$$ is the weight of the residue after ashing, and $${W}_{\text{sample}}$$ is the initial sample weight.

The volatile solids (VS) were calculated using Equation (4):

```latex\mathrm{VS~}(\%)=\frac{W_{\mathrm{sample}}-W_{\mathrm{ash}}}{W_{\mathrm{sample}}}\times100```

(4)

Finally, the fixed carbon (FC) content was determined using Equation (5):

```latex\text{FC}(\%) = 100 - \text{AC}(\%) - \text{VS}(\%)```

(5)

This method provides accurate quantification of sludge composition, which is essential for subsequent thermochemical and energy analyses [19].

Ultimate Analysis

The ultimate analysis of the septic tank sludge was conducted to determine its elemental composition, including carbon (C), hydrogen (H), nitrogen (N), sulfur (S), and oxygen (O). Total nitrogen was determined using the calorimetric block digestion method, as reported from the work of [20]. Sludge samples were digested with hydrogen peroxide (H2O2), concentrated sulfuric acid (H2SO4), selenium, and salicylic acid to convert nitrates into measurable compounds. The digest was diluted (1:9 v/v) with distilled water, reacted with reagents N1 and N2, allowed to stand for 2 h, and the absorbance was measured at 650 nm using a spectrophotometer. Nitrogen content was obtained directly from a calibration curve prepared with standard solutions.

Carbon, hydrogen, and sulfur contents were analyzed using a ULTRA CHS-580 Elemental Analyzer (ELTRA GmbH, Haan, Germany) [21]. The analyzer’s resistance furnace, with a horizontal orientation, used 99.5% pure oxygen to heat samples to 1550 °C in 1 °C increments. Homogenized samples (250–500 mg) were weighed on an electronic balance, manually entered into the connected PC system, and loaded into ceramic boats before being introduced into the furnace using tongs. The analyzer employed solid-state infrared absorption detection with three independent infrared cells. Analysis times ranged from 74 to 115 s, during which detector signals were automatically plotted on the PC screen. All experiments were performed in triplicate for the sludge samples, and the resulting data and graphs were exported to MS Word for interpretation.

Oxygen content was calculated by difference after determining the other elements and ash content via muffle furnace ashing [22]. This approach provides a comprehensive characterization of the sludge’s elemental composition for subsequent thermochemical and energy analyses.

The Dulong formula (Equation (6)) was employed in this study to determine the high heating values of biomass, biochar, and biocrude.

```latexHHV\left(\frac{\mathrm{M}\mathrm{J}}{\mathrm{K}\mathrm{g}}\right)= 0.3383C+1.422\left(H-\frac{O}{8}\right)+0.0942S```

(6)

Characterizations of Septic Tank Sludge

The characterization of septic tank sludge is critical for determining feedstock stability and treatment potential. Key indicators such as pH, VFA, and total ammonia-nitrogen (TAN) provide insight into microbial activity, organic breakdown, and possible process inhibition. These parameters form the basis for evaluating sludge waste condition and determining proper treatment procedures as follows:

pH Measurement

The pH of the sludge samples was determined immediately following collection using a benchtop pH meter Mettler Toledo Seven Compact S220 (Mettler Toledo AG, Greifensee, Switzerland) with a combination glass electrode. The instrument was calibrated daily using standard buffer solutions of pH 4.01, 7.00, and 10.00 (Merck, Germany) at 25 ± 1 °C before measuring. To guarantee homogeneity, each sample was gently agitated. The pH reading was taken when it stabilised to within ±0.02 units. Measurements were performed in triplicate using Standard Methods 4500-H+ B [23].

Volatile Fatty Acid

The concentration and profile of VFAs were measured using gas chromatography (Agilent 7890B GC, Agilent Technologies, Santa Clara, CA, USA) with a flame ionisation detector (FID, Agilent Technologies, Santa Clara, CA, USA) and a fused silica capillary column (Agilent DB-FFAP, 30 m × 0.25 mm × 0.25 μm). Before analysis, samples were centrifuged at 10,000× g for 10 min and filtered using 0.45 µm PTFE syringe filters (Merck Millipore, Burlington, MA, USA). To avoid microbial activity, the supernatant was acidified to pH < 2 with 1 M H2SO4 and kept at 4 °C. The injector and detector temperatures were kept at 200 °C and 250 °C, respectively, with nitrogen as the carrier gas at a flow rate of 1 mL·min−1. External calibration with approved standards was used to determine the concentrations of acetic, propionic, butyric, isobutyric, valeric, and isovaleric acids. VFAs were expressed as mg·L−1 of acetic acid equivalents [23,24].

Total Ammonia-Nitrogen

TAN concentration was analysed using the phenate spectrophotometric method, as defined in Standard Methods 4500-NH3F [25]. To meet the calibration curve’s linear range, liquid samples were filtered through 0.45 µm filters and diluted as appropriate. In this process, ammonia interacts with hypochlorite and phenol in an alkaline medium to produce indophenol blue.

The absorbance of the resultant complex was measured at 640 nm with a UV-Vis spectrophotometer (UV-1900, Shimadzu Corporation, Kyoto, Japan). Calibration was carried out using analytical-grade ammonium chloride (NH4Cl) standards (0–5 mg·L−1 NH3-N). All measurements were taken in triplicate and reported as mg·NH3-N·L−1.

Strict quality assurance and control (QA/QC) protocols were used throughout the studies, including reagent blanks, duplicate samples, and verified standards. These tests offered valid markers of digestion stability and process performance in the anaerobic environment.

2.2.2. Process Simulation

Feedstock

Septic tank sludge was selected as the feedstock for this study because of its high generation rate and significant environmental impact. The rapid urbanization has prompted the implementation of modern sanitation and building systems, increasing the annual volume of septic tank sludge waste [26]. The physicochemical properties of the sludge, as determined by laboratory analysis including proximate, ultimate, and sulphur analyses, as well as additional data from the literature, were used as input parameters for the Aspen Plus simulation. Furthermore, critical process parameters such as organic loading rate, operating temperature, and hydraulic retention time were obtained from previously published studies [27] and applied as feed and operational conditions to simulate the anaerobic digestion system for biomethane recovery from septic tank sludge.

Aspen PLUS® Modelling and Simulation Procedure

The septic tank sludge was modelled as a non-conventional feedstock owing to its heterogeneous physicochemical composition and variable organic content [27]. The thermophysical properties, including enthalpy and density, were estimated to be using the DCOALIGT and HCOALGEN property models embedded in Aspen Plus. These models are specifically designed for non-conventional solid materials and have been widely applied to simulate biomass and waste conversion processes [28]. The stream class was defined as MXNC, representing a mixture of conventional (MIXED) and non-conventional (NC) sub-streams to capture both compositional and thermal interactions accurately. For the conventional components, the Non-Random Two-Liquid (NRTL) equation of state with the STEAM-TA alpha function was employed to evaluate thermophysical properties. This property method was selected to ensure robust prediction of vapor–liquid equilibria and phase behaviour across a wide range of process conditions [29].

The simulation was performed using process conditions and design parameters obtained from relevant literature sources, as summarized in Table 3. These parameters were selected to ensure a realistic representation of the AD process for septic tank sludge under typical operational conditions [30]. In this study, the OLR was expressed in kg·VS·m−3·day−1, to represent the volumetric substrate feeding rate applied within the Aspen Plus simulation framework under steady-state conditions. The reported values, therefore, correspond to simulation-based flow loading parameters used for process evaluation and optimization rather than conventional volatile solids (VS)-based experimental loading rates. The developed process flow diagram (PFD) of the AD system, illustrating the sequential unit operations and mass-energy interactions involved in biomethane production, is presented in Figure 3. The modeling and simulation were performed in the Aspen Plus environment using established thermodynamic and kinetic principles to represent the biochemical conversion of sludge into biogas. The Aspen Plus unit operation blocks and input components employed in the simulation are summarized in Table 4 and Table 5. The detailed stepwise simulation procedure adopted in this study is described in the subsequent sections [31]:

i.

Component selection.

ii.

Thermodynamic options selection.

iii.

Computing feeds composition and thermodynamics.

iv.

Creating a flow sheet.

v.

Feed and product stream naming.

vi.

Equipment parameters computation.

vii.

Result collection from the simulated environment.

Table 3. Input parameters used for the simulation of anaerobic digestion of septic tank sludge for biomethane production.

Unit Operation

Aspen Plus Block

Uses

Parameters

Reference

Hydrolysis Reactor

Rstioc

Hydrolysis Reaction

Temperature

35 °C

[32]

Pressure

1 atm

AD Digestion

RCSTR

Acidogenic, acetogenic, and methanogenic reactions

Temperature

Pressure

HRT

OLR

55 °C

2 atm

15 days

5.0 kg·VS·m−3·day−1

Hydrolysis Reactor

Rstioc

Hydrolysis Reaction

Temperature

35 °C

Curren study

Pressure

1 atm

AD Digestion

RCSTR

Acidogenic, acetogenic, and methanogenic reactions

Temperature

Pressure

HRT

OLR

55 °C

2 atm

25 days

37.5 kg·VS·m−3·day−1

Table 4. Description of unit operations used for anaerobic digestion in Aspen Plus.

Block Specification

Aspen Plus Block Name

Description

MX-100

Mixer

Mixing process

E-100

Heater

Purification of sludge

R-100

Rstioc

Hydrolysis rector

R-100

CSTR

Digester

SC-100

Flash sep

Separation of biogas from other liquids

SEP-100

SEP

Separation of biomethane from other gases

Table 5. List of simulation components.

Component ID

Type

Component Name

Alias

ACETI-01

Conventional

ACETIC-ACID

C2H4O2

ALANI-01

Conventional

ALANINE

C3H7NO2

ARGIN-01

Conventional

ARGININE

C6H14N4O2-N2

ASPAR-01

Conventional

ASPARTIC-ACID

C4H7NO4

ETHYL-01

Conventional

ETHYL-CYANOACETATE

C5H7NO2

CELLU-01

Conventional

CELLULOSE

CELLULOSE

METHA-01

Conventional

METHANE

CH4

CYSTE-01

Conventional

CYSTEINE-E-2

C3H6NO2S

CO2

Conventional

CARBON-DIOXIDE

CO2

ETHANOL

Conventional

ETHANOL

C2H6O2

DEXTROSE

Conventional

DEXTROSE

C6H12O6

GLUTAMIC

Conventional

L-GLUTAMIC-ACID

C5H9NO4

GLYCEROL

Conventional

GLYCEROL

C3H8O3

GYLCINE

Conventional

GLYCINE

C2H5NO2

FURFURAL

Conventional

FURFURAL

C5H4O2

H2

Conventional

HYDROGEN

H2

H2S

Conventional

HYDROGEN-SULFIDE

H2S

GLUTA-01

Conventional

GLUTARIC-ACID

C5H8O4

INERT

Pseudocomponent

-

ISOLEICI

Conventional

ISOLEUCINE

C6H13NO2

IPROTEIN

Pseudocomponent

-

LEUCINE

Conventional

LEUCINE

C6H13NO2

LINOLEIC

Conventional

LINOLEIC-ACID

C18H32O2

NH3

Conventional

AMMONIA

H3N

OLEIC-01

Conventional

OLEIC-ACID

C18H34O2

1-HEX-01

Conventional

1-HEXADECANOL

C16H34O

L-PHE-01

Conventional

L-PHENYLALANINE

C9H11NO2

PROLI-01

Conventional

PROLINE

C5H9NO2-N8

PROPI-01

Conventional

PROPIONIC-ACID-AMIDE

C3H7NO-N1

PROTEIN

Pseudocomponent

SERINE

Conventional

SERINE

C3H7NO3

SN-1—01

Conventional

SN-1-PALMITO-2-LINOLEIN

C37H68O5

THREO-01

Conventional

THREONINE

C4H9NO3

TRIOL-01

Conventional

TRIOLEIN

C57H104O6

TRIPA-01

Conventional

TRIPALMITIN

C51H98O6

VALINE

Conventional

VALINE

C5H11NO2

H2O

Conventional

WATER

H2O

XYLOSE

Conventional

D-XYLOSE

C5H10O5

ISOBU-01

Conventional

ISOBUTYRIC-ACID

C4H8O2

BIOMASS

Nonconventional

-

HYDCHAR

Nonconventional

-

ASH

Nonconventional

-

DIGESTAT

Nonconventional

-

C

Solid

CARBON-GRAPHITE

C

O2

Conventional

OXYGEN

O2

N2

Conventional

NITROGEN

N2

Figure_3_1

Figure 3. Process flow diagram for anaerobic digestion of septic tank sludge for bio-methane production.

Assumptions for Aspen PLUS® Modelling and Simulation

The model incorporates both kinetic and non-kinetic approaches using CSTRs and RSTOIC reactors under steady-state conditions. However, it does not explicitly account for detailed microbial kinetics, inhibition effects, or VFA accumulation. Consequently, this model serves as a simplified framework for preliminary process evaluation and optimization, rather than as a comprehensive biochemical kinetic model. The following summarizes the assumptions made during the development and simulation of septic tank sludge anaerobic digestion for sustainable biomethane production [29].

  1. The simulation was run at steady state

  2. Biomass and Ash are modelled as non-conventional

  3. Both kinetic and non-kinetic reactor formulations were incorporated in the simulation

  4. Simulation is conducted at a constant temperature

  5. Char is modelled as solid carbon

  6. Tar-free process formation

Model Development of Anaerobic Digestion of Septic Tank Sludge

The AD process was modelled using a two-stage digester configuration operating under thermophilic conditions, following the approach adopted by [29] for the anaerobic digestion of food waste at varying fat concentrations, organic loading rates, and hydraulic retention times. Several researchers have successfully employed Aspen Plus to simulate the AD process under different substrate compositions and operating conditions. For instance, Ajala and Odejobi [28] developed an Aspen Modelling, simulation, and optimization of home and agricultural waste-based anaerobic digestion with Aspen Plus, Their model comprised two reactors: a stoichiometric reactor representing the hydrolysis stage, where hydrolysis reactions occurred at a mesophilic temperature of 35 °C (comprising 13 reactions, as shown in Table 6), and a CSTR incorporating 25 reactions (Table 7) to describe the subsequent stages of acidogenesis, acetogenesis, and methanogenesis. The latter operated at a thermophilic temperature of 55 °C and a hydraulic retention time (HRT) of 20 days.

Ref. [33] developed a process simulation of an anaerobic co-digestion for biogas production from various organic substrates under different process conditions. The simulation utilized the NRTL property method to describe phase behaviour and thermodynamic interactions within the system. A stoichiometric reactor was employed to represent the hydrolysis phase, while a CSTR was used to model the subsequent stages of acidogenesis, acetogenesis, and methanogenesis. The model was validated against experimental datasets, demonstrating strong agreement between the simulated and observed biogas yields.

Table 6. Degradation reaction for hydrolysis [29].

No.

Components

Stoichiometry

1

Acetic acid

$${\mathrm{C}}_{2}{\mathrm{H}}_{4}{\mathrm{O}}_{2}\to \mathrm{ }{\mathrm{C}\mathrm{H}}_{4}+{\mathrm{C}\mathrm{O}}_{2}$$

2

Arabinose

$${\mathrm{C}}_{5}{\mathrm{H}}_{10}{\mathrm{O}}_{5}\mathrm{ }\to 2.5{\mathrm{C}\mathrm{H}}_{4}+2.5{\mathrm{C}\mathrm{O}}_{2}$$

3

Cellulose, Peptin

$${\mathrm{C}}_{6}{\mathrm{H}}_{10}{\mathrm{O}}_{5}+{\mathrm{H}}_{2}\mathrm{O}\mathrm{ }\to 3{\mathrm{C}\mathrm{H}}_{4}+3{\mathrm{C}\mathrm{O}}_{2}$$

4

Glucose

$${\mathrm{C}}_{6}{\mathrm{H}}_{12}{\mathrm{O}}_{6}\mathrm{ }\to 3{\mathrm{C}\mathrm{O}}_{2}$$

5

Galactose

$${\mathrm{C}}_{6}{\mathrm{H}}_{12}{\mathrm{O}}_{6}\mathrm{ }\to 3{\mathrm{C}\mathrm{O}}_{2}$$

6

Hemicellulose, Arabina, Xylan

$${\mathrm{C}}_{5}{\mathrm{H}}_{8}{\mathrm{O}}_{4}+{\mathrm{H}}_{2}\mathrm{O}\mathrm{ }\to 2.5{\mathrm{C}\mathrm{H}}_{4}+2.5{\mathrm{C}\mathrm{O}}_{2}$$

7

Protein

$${\mathrm{C}}_{13}{\mathrm{H}}_{25}{\mathrm{O}}_{7}{\mathrm{N}}_{3}\mathrm{S}+{\mathrm{H}}_{2}\mathrm{O}\mathrm{ }\to \mathrm{ }{6.5\mathrm{C}\mathrm{O}}_{2}+{6.5\mathrm{C}\mathrm{H}}_{4}+{3\mathrm{H}}_{3}\mathrm{N}+{3\mathrm{H}}_{2}\mathrm{S}$$

8

Sucrose

$${\mathrm{C}}_{12}{\mathrm{H}}_{22}{\mathrm{O}}_{11}+{\mathrm{H}}_{2}\mathrm{O}\mathrm{ }\to {6\mathrm{C}\mathrm{H}}_{4}+{6\mathrm{C}\mathrm{O}}_{2}$$

9

Xylose

$${\mathrm{C}}_{5}{\mathrm{H}}_{10}{\mathrm{O}}_{5}\mathrm{ }\to {2.5\mathrm{C}\mathrm{H}}_{4}+{2.5\mathrm{C}\mathrm{O}}_{2}$$

Table 7. List of amino acids, acidogenic, acetogenic, and methanogenic reactions with kinetic constants [34].

No.

Compound

Chemical Reactions

Kinetic

Constants (s−1)

Amino acids degradation

1

Glycine

C2H5NO2 + H2 → C2H4O2 + H3N

1.28 × 10−2

2

Threonine

C4H9NO3 + H2 → C2H4O2 + 0.5C4H8O2 +H3N

1.28 × 10−2

3

Histidine

C6H8N3O2 + 4H2O + 0.5H2 → CH3NO +C2H4O2 + 0.5C4H8O2 + 2H3N + CO2

1.28 × 10−2

4

Arginine

C6H14N4O + 3H2O + H2 → 0.5C2H4O2 + 0.5C3H6O2 + 0.5C5H10O2 + 4H3N + CO2

1.28 × 10−2

5

Proline

C5H9NO2 + H2O + H2 → 0.5C2H4O + 0.5C3H6O2 + 0.5C5H10O2 + H3N

1.28 × 10−2

6

Methionine

C5H11NO2S + 2H2O → C3H6O2 + CO2 + H3N + H2

1.28 × 10−2

7

Serine

C3H7NO3 + H2O → C2H4O2 + H3N +CO2 + H2

1.28 × 10−2

8

Threonine

C4H9NO3 + H2O → C3H6O2 + H3N + H2 + CO2

1.28 × 10−2

9

Aspartic acid

C4H7NO4 + 2H2O → C2H4O2 + H3N + 2CO2 + 2H2

1.28 × 10−2

10

Glutamic acid

C5H9NO4 + H2O → C2H4O2 + 0.5C4H8O2 +H3N + CO2

1.28 × 10−2

11

Glutamic acid

C5H9NO4 + 2H2O → 2C2H4O2 + H3N + CO2+ H2

1.28 × 10−2

12

Histidine

C6H8N3O2 + 5H2O → CH3NO + 2C2H4O2 + 2H3N + CO2 + 0.5H3N

1.28 × 10−2

13

Arginine

C6H14N4O2 + 6H2O → 2C2H4O2 +4H3N + 2CO2 + 3H2

1.28 × 10−2

14

Lysine

C2H13N2O2 + 2H2O → C2H4O2 + C4H8O2 + 2H3N

1.28 × 10−2

15

Leusine

C6H13NO2 + 2H2O → C5H10O2 + H3N + CO2 + 2H2

1.28 × 10−2

16

Isoleusine

C6H13NO2 + 2H2O → C5H10O2 + H3N + CO2 + 2H2

1.28 × 10−2

17

Valine

C5H11NO2 + 2H2O → C4H8O2 + H3N + CO2 + 2H2

1.28 × 10−2

18

Phenyalanine

C9H11NO2 + 2H2O → C6H6 + C2H4O2 + H3N + CO2 + H2

1.28 × 10−2

19

Tyrosine

C9H11NO3 + 2H2O → C6H6O + C2H4O2+ H3N + CO2 + H2

1.28 × 10−2

20

Typtophan

C11H12N2O2 + 2H2O → C8H7N + C2H4O2 + H3N + CO2 + H2

1.28 × 10−2

21

Glysine

C2H5NO2 + 0.5H2O → 0.75C2H4O2 + H3N + 0.5CO2

1.28 × 10−2

22

Alanine

C3H7NO2 + 2H2O → C2H4O2 + H3N + CO2 + 2H2

1.28 × 10−2

23

Cycteine

C3H6NO2S + 2H2O → C2H4O2 + H3N + CO2 + 0.5H2+ H2S

1.28 × 10−2

Acidogenic Reaction

24

Dextrose

C6H12O6 + 0.1115H3N → 0.115C5H7NO2 + 0.744C2H4O2 + 0.5C3H6O2 + 0.4409C4H8O2 + 0.6909CO2 + 1.0254H2O

9.54 × 10−3

25

Glycerol

C3H8O3 + 0.4071H3N + 0.0291CO2 + 0.0005H2 → 0.04071C5H7NO2 + 0.94185C3H6O2 + 1.09308H2O

1.01 × 10−2

Acetogenic Reactions

26

Oleic acid

C18H34O2 + 15.2396H2O + 0.2501CO2 + 0.1701H3N → 0.1701C5H7NO2 + 8.6998C2H4O2 + 14.4978H2

3.64 × 10−12

27

Propanoic acid

C3H6O2 + 0.06198H3N + 0.314336H2O → 0.06198C5H7NO2 + 0.9345C2H4O2 + 0.660412CH4 + 0.160688CO2 + 0.00055H2

1.95 × 10−7

28

Isobutyric acid

C4H8O2 + 0.0653H3N + 0.8038H2O + 0.0006H2+ 0.5543CO2 → 0.0653C5H7NO2 + 1.8909C2H4O2 + 0.446CH4

5.88 × 10−6

29

Isovaleric acid

C5H10O2 + 0.0653H3N + 0.5543CO2 + 0.8044H2O → 0.0653C5H7NO2 + 0.8912C2H4O2 + C3H6O2 + 0.4454CH4 + 0.0006H2

3.01 × 10−8

30

Linoleic acid

C18H32O2 + 15.356H2O + 0.482CO2 + 0.1701H3N → 0.1701C5H7NO2 + 9.02C2H4O2 + 10.0723H2

3.64 × 10−12

31

Palmitic acid

C16H34O + 15.253H2O + 0.482CO2 + 0.1701H3N → 0.1701C5H7NO2 + 8.4402C2H4O2 + 14.9748H2

3.64 × 10−12

Methanogenic Reaction

32

Acetic Acid

C2H4O2 + 0.022H3N → 0.022C5H7NO2 + 0.945CH4 + 0.066H2O + 0.945CO2

2.39 × 10−12

33

Hydrogen

14.4976H2 + 3.8334CO2 + 0.0836H3N → 0.0836C5H7NO2 + 3.4155CH4 + 7.4996H2O

1.5 × 10−3

2.2.3. Mathematical Model and Optimization

The experimental matrix was developed using Design-Expert software version 13.0, while optimization was performed through the CCD approach of RSM. A similar methodology was previously reported by Ugwu and Enweremadu [35]. The ranges of the coded factors used in the experimental design are presented in Table 8.

Table 8. Factors and factor levels used to run the RSM of the CCD matrix.

Variable

Code

Range and Low Level (−1)

Range and High Level (+1)

HTemperature (°C)

A

25

35

DTemperature (°C)

B

40

60

HRT (Days)

C

5

35

ORL (kg·VS·m−3·day−1)

D

15

35

2.2.4. Techno-Economic Analysis

The overall technique used in this study included the basic process design of anaerobic digestion systems for biomethane recovery from septic tank sludge, model development and execution with Aspen Plus®, and economic evaluation utilizing the discounted cash flow (DCF) method. The model-based estimation approach was used to generate capital and operational costs, as well as execute investment assessments, utilizing APEA and price data from the first quarter of 2024 (Figure 4). The economic input parameters (Table 9 and Table 10) were carefully chosen to determine the feasibility of carrying out the project at the grassroots level, particularly in developing nations. The assumed biomethane selling price in this study is based on literature-reported and market-aligned values for upgraded, fuel-grade biomethane (renewable natural gas, RNG). This price reflects pipeline-quality biomethane suitable for direct substitution of conventional natural gas, with its value strongly influenced by upgrading efficiency, gas purity (typically ≥95% CH4), and regional energy market conditions [36,37].

Recent techno-economic and market analyses indicate that biomethane prices generally range from approximately 0.6 to 1.2 USD/kg CH4 equivalent, depending on policy incentives, carbon credits, and production pathway [38,39]. In comparison, fossil natural gas prices remain more volatile but are often lower in the absence of carbon pricing mechanisms, while RNG values tend to be higher in regions with strong decarbonization policies and renewable energy incentives [40,41]. The adopted value in this study (0.89 USD/kg), therefore, represents a realistic mid-range market condition consistent with current biomethane feasibility assessments reported in recent literature. This assumption ensures that the economic analysis reflects practical and contemporary market conditions for upgraded biomethane while maintaining consistency with established techno-economic evaluation frameworks for waste-to-energy systems. To analyse the system’s economic performance, key economic metrics such as Net Present Value (NPV), Payback Period (PP), Profitability Index (PI), and Internal Rate of Return (IRR) (Equation (7), Equation (8) and Equation (9)) [42] were used to calculate the revenues, capital, and operating expenses.

In addition, revenue estimation was primarily based on biomethane sales, while digestate was considered as a secondary by-product with potential market value as a soil amendment. Other gaseous fractions were assumed to be internally utilised for process energy requirements rather than treated as separate revenue streams. These assumptions were based on literature-reported and market-aligned values and may vary depending on regional economic conditions and policy frameworks.

$$NPV=\sum _{t=0}^{n}\frac{{C}_{t}}{{\left(1+r\right)}^{t}}$$

(7)

where: Ct is the net cash flow at a time t; r is the discount rate, n is the project lifetime

```latexpayback\, Period=\frac{Initaila\, Investment}{Annual \,Net \,Cash\, Flow}```

(8)

```latexIRR={R}_{1}+\frac{{NPV}_{1}}{{NPV}_{1}-{NPV}_{2}}\left({R}_{2}-{R}_{1}\right)```

(9)

Figure_4_1

Figure 4. Block flow methodology of the techno-economic analysis using Aspen Plus.

Table 9. Investment Analysis Input parameters [43].

Name

Units

Items

Period Description

Year

Number of weeks per hour

Weeks/Period

52.0

Number of Periods of Analysis Tax

Percent/Period

25.0

Interest Rate/Desired Rate of Return

Percent/Period

2.0

Economic life of the Project

Percent/Period

25

Salvage Value (Percent of Initial Capital Cost)

Percent/Period

Depreciation Method

Straight line

Escalation parameters

Project Capital Escalation

Percent/Period

1.5

Products Escalation

Percent/Period

2.5

Raw Material Escalation

Percent/Period

1.5

Operational and Maintenance Labour Escalation

Percent/Period

1.5

Utilities Escalation

Percent/Period

1.5

Project Capital Parameters

Working Capital Percentage

Percent/Period

5.0

Operating Cost Parameters

Operating Charges

Percent/Period

1.0

Plant Overhead

Percent/Period

1.0

General And Administrative Expense

Percent/Period

1.0

Facilities Operation Parameters

Facility Type

Septic sludge processing facility

Operation Mode

Continues Process

Operating Hours Per Period

Hours/Period

8400

Process Fluid

Liquids, gases and Solids

Table 10. Process stream price.

Items

Price

References

Septic tank sludge ($/kg)

0.70

[44]

Digestate ($/L)

0.5

[38]

Biomethane ($/kg)

0.89

[38]

Light gas product ($/kg)

0.235

[38]

Portable water ($/kg)

0.050

[45]

Cooling water ($/kg)

0.00012

[39]

Refrigerants ($/GJ)

13.1100

[39]

3. Results and Discussion

3.1. Characterizations

To examine the stability of the feedstock and product, septic tank sludge was characterized using physicochemical studies (proximate and ultimate). Also, pH, VFA, and TAN tests were conducted on the septic tank sludge to determine the quantity of biogas present.

3.1.1. Ultimate and Proximate Analysis

The ultimate analysis (Table 11) shows that the septic tank sludge (STS) contains 55.80 wt.% carbon, 5.86 wt.% hydrogen, 2.89 wt.% nitrogen, 0.0136 wt.% sulfur, and 35.51 wt.% oxygen, with a higher heating value of 14.34 MJ·kg−1. The high carbon and oxygen contents indicate the presence of abundant biodegradable organics, such as proteins and carbohydrates [46]. The C/N ratio (19.30:1) suggests nitrogen enrichment, which may lead to ammonia inhibition during methanogenesis [47]. The low sulfur content minimizes H2S-related corrosion [48]. Overall, the HHV and composition demonstrate the sludge’s suitability for bioenergy recovery via anaerobic digestion or thermochemical conversion [49].

The proximate analysis results presented in Table 12 indicate that the septic tank sludge (STS) consisted of 47.55 wt.% moisture, 44.55 wt.% volatile matter, 34.86 wt.% fixed carbon, and 20.59 wt.% ash. In addition, the total solids, dissolved solids, and suspended solids contents were determined to be 52.45 wt.%, 15.73 wt.%, and 36.72 wt.%, respectively. The high moisture content (≈48%) indicates low energy density and the need for pre-treatment or dewatering before conversion [50]. The volatile matter (≈45%) reflects high organic matter content and potential for biogas production [51]. Fixed carbon (≈35%) suggests stable organics resistant to degradation [52], while ash (≈21%) represents inorganic minerals like silica and calcium that may affect reactor performance. The total solids align with typical thickened sludge values (40–60 wt.%), indicating suitability for mesophilic or thermophilic digestion [53]. Moreover, the suspended-to-dissolved solids ratio (≈2.3) confirms the predominance of particulate organic matter typical of septic tank effluents [54,55,56].

Overall, the ultimate and proximate studies reveal that septic tank sludge is a nitrogen-rich, moderately organic, and energy-dense substrate with promising properties for biomethane recovery by anaerobic digestion. However, the value of the C/N ratio may require co-digestion with carbon-rich feedstocks such as food waste or agricultural residues to improve process stability and methane yield [57].

Table 11. Ultimate analysis of septic tank sludge.

Ultimate Analysis

Parameter

Wt.%

Carbon

55.80 ± 0.00

Hydrogen

5.86 ± 0.34

Nitrogen

2.89 ± 0.00

Sulphur

0.0136 ± 2.80

Oxygen

35.51 ± 1.80

High heating value

14.3421

Table 12. Proximate analysis of septic tank sludge.

Proximate Analysis

Parameter

Wt.%

Moisture

47.55 ± 0.64

Volatile matter

44.55 ± 5.60

Fixed carbon

34.86 ± 6.99

Ash

Total

Total Solid

Dissolved Solid

Suspended Solid

20.59 ± 1.39

100

52.45

15.73

36.7

3.1.2. Septic Tank Sludge (pH, VFA, and TAN)

The pH, VFA, and TAN are important factors to determine the stability of AD. Continuous monitoring of these parameters helps to better understand the process as described in past studies [58]. The present study was based on batch experiments, and the reactors were sealed for the whole experimental period, so only the initial and final values of pH, VFA, and TAN were determined following previous studies [59]. It is difficult to explain the changes in these parameters over the digestion period, as the pH, VFA, and TAN were determined only at the beginning and end of the experiment. The pH, VFA, and TAN of STS during experiments are shown in Table 12. The initial pH of the substrates increased with total solids (TS) content, ranging from 6.56 at 5% TS to 6.95 at 15% TS. These values fall within the favourable pH range for methanogenic activity (6.3–7.8) reported in the literature [60], indicating suitable conditions for biogas production. After digestion, the pH varied between 6.34 and 7.42 depending on the TS content. Volatile fatty acid (VFA) concentrations initially ranged from 0.16 to 0.21 g/L and increased slightly after digestion to 0.27–0.90 g/L. Since VFA concentrations above 3 g/L may inhibit anaerobic digestion, while values below 2 g/L are considered stable for AD operation [61], The observed low VFA levels indicate favourable process stability and efficient biogas production. The lowest final VFA concentration (0.27 g/L) was observed at 15% TS, suggesting effective conversion of VFAs into biogas during methanogenesis. Methanogenesis in anaerobic digestion is primarily carried out by archaea, which are sensitive to ammonia and heavy metal inhibition. TAN concentrations below 1.5 g/L are generally considered acceptable for stable AD operation. In this study, TAN concentrations ranged from 0.65 to 0.75 g/L across all test groups, indicating stable digestion conditions without significant ammonia inhibition.

3.2. Anaerobic Digestion of the System for Biomethane Recovery Model Validation

The developed Aspen Plus AD model is a simulation-based framework. Model consistency was assessed by benchmarking simulated biogas CH4 content against published experimental studies (Table 13) involving related organic substrates, including waste-activated sludge, co-digested manure, and municipal biowaste. The septic tank sludge characterization results presented in Section 2 were used as the primary input data for the simulation. This comparative evaluation was conducted to examine the consistency of the Aspen Plus model behavior relative to previously reported anaerobic digestion studies, rather than to provide direct experimental validation for septic tank sludge specifically.

Table 13. Anaerobic digestion of the system model validation.

Sources

Substrate Feed

Experimental Results

CH4 (%)

Aspen Model Results

Difference

Shen, et al. [62]

Waste-activated sludge

85.05

84.97

0.04

de la Cruz-Azuara, et al. [63]

Cow manure and waste activated sludge

78.36

78.21

0.15

Nauman, et al. [64]

Biowaste

83.58

83.48

0.1

The simulated biomethane yields showed close agreement with the reported literature values, with deviations ranging from 0.04% to 0.15%. However, these results are presented as benchmarking outcomes rather than direct experimental validation of predictive accuracy for a specific feedstock. Shen et al. [62] reported waste-activated sludge digestion with an experimental biomethane yield of 85.05%, while the Aspen Plus simulation yielded 84.97%, corresponding to a 0.04% difference. Similarly, de la Cruz-Azuara et al. [63] observed a biomethane yield of 78.36% for cow dung and waste-activated sludge, compared with a simulated value of 78.21% (0.15% deviation). In addition, Nauman et al. [64] reported an experimental biomethane value of 83.58% for biowaste digestion, while the model predicted 83.48%, giving a 0.10% difference.

These benchmarking results indicate that the Aspen Plus simulation framework can reproduce trends reported in anaerobic digestion studies across different organic substrates under comparable operating conditions. The agreement with literature data is attributed to the structured representation of key biochemical stages: hydrolysis, acidogenesis, acetogenesis, and methanogenesis within the modelling framework [33]. The use of a stoichiometric reactor for hydrolysis and a CSTR for downstream reactions supports a consistent representation of digestion pathways [65]. Furthermore, the observed low deviations (<0.2%) reflect consistency between the selected thermodynamic property package (NRTL) and reaction assumptions used in the simulation environment [66]. Overall, the results demonstrate good agreement with published studies and support the internal consistency of the Aspen Plus model within a comparative simulation context, rather than constituting direct experimental validation or predictive confirmation for septic tank sludge systems.

3.3. Numerical Optimization

3.3.1. Response Surface Methodology Central Composite Design

Table 14 shows the different factors used to run the experiment and their corresponding changes in response.

Table 14. Results of the design matrix range factors with their response.

Runs

Htemperature

(°C)

Dtemperature

(°C)

HRT

(Days)

ORL

(kg·VS·m−3·day−1)

Bio-Methane Yield

(Volume %)

1

30

50

20

25

77.92

2

25

50

20

25

77.92

3

30

50

5

25

77.92

4

25

40

5

15

80.27

5

30

50

20

25

99.98

6

35

60

5

35

92.54

7

35

40

5

35

92.54

8

25

40

5

35

85.68

9

35

60

35

35

97.69

10

35

60

5

15

64.73

11

35

60

35

15

64.73

12

30

60

20

25

79.64

13

30

50

20

25

77.92

14

30

40

20

25

75.92

15

25

40

35

35

92.21

16

35

40

5

15

60.27

17

35

50

20

25

77.92

18

25

40

35

15

62.37

19

35

40

35

15

62.37

20

25

60

5

35

92.54

21

25

60

35

35

97.69

22

30

50

20

15

62.75

23

25

60

35

15

64.72

24

30

50

35

25

79.35

25

30

50

20

35

93.09

26

25

60

5

15

62.51

27

30

50

20

25

77.92

28

35

40

35

35

92.21

The results obtained from using different ranges of factors (hydrolysis reactor temperature, digester temperature, hydraulic retention time, and organic loading rate) under different experimental conditions are indicated in Table 14. According to the results of the RSM CCD experimental design, the independent variables indicate that the selected factors affect the yield of biomethane. Using the design matrix data given in Table 14, a mathematical model for the coded factors was developed from the Design Expert environment related to the independent variables (hydrolysis reactor temperature, digester temperature, hydraulic retention time, and organic loading rate) and the dependent variable, biomethane yield, as given in Equation (10).

$$\begin{aligned}\textit{Bio}-\textit{Methane yield}(\textit{Vol}.\%) &= +37.90 + 1.83B + 0.7150C + 15.08D - 0.2894AB - 0.5669AC + 0.2894AD \\&+ 0.4006BD + 0.6306CD + 0.2906ABC - 0.5681AB - 0.2906ACD \\&+ 0.3806BCD + 0.7169A^2C + 0.5681AB^2\end{aligned}$$

(10)

The ANOVA findings for biomethane yield (Table 15) demonstrate that the quadratic model is highly significant, with a Model F-value of 506.37 and a corresponding p < 0.0001, indicating that the model explains a substantial portion of the variability in biomethane output. A very small probability (0.01%) of obtaining such a high F-value due to noise further supports the statistical significance of the model [67]. The model terms D (Organic Loading Rate), B (Digester Temperature), AC, CD, and ABD have statistically significant effects (p < 0.05), indicating that both individual factors and their interactions strongly influence biomethane yield. This is consistent with previous studies highlighting the critical roles of temperature and loading rate in anaerobic digestion performance [67]. The reported F-value of 822.85 (p < 0.0001), therefore, indicates strong model significance rather than full explanatory completeness. The model’s goodness-of-fit metrics are strong, with R2 = 0.9984, adjusted R2 = 0.9965, and predicted R2 = 0.9510. It also has a high Adequate Precision value of 68.47, indicating a strong signal-to-noise ratio. The low coefficient of variation (CV = 1.97%) and minimal standard deviation indicate good repeatability and reliability [68]. Overall, these findings demonstrate that the model accurately describes biomethane yield, with OLR and digester temperature emerging as important factors of system performance; however, the results obtained from this work were observed to be in line with the work of Pratap, et al. [69].

Table 15. Results of Analysis of Variance Bio-Methane Yield.

Source

Sum of Squares

Df

Mean Square

F-Value

p-Value

 

Model

4220.47

15

281.36

506.37

<0.0001

Significant

A-Htemp

0.0000

1

0.0000

0.0000

1.0000

 

B-DTemp

60.32

1

60.32

108.55

<0.0001

 

C-HRT

1.02

1

1.02

1.84

0.1999

 

D-ORL

4094.22

1

4094.22

7368.33

<0.0001

 

AB

1.34

1

1.34

2.41

0.1464

 

AC

5.14

1

5.14

9.25

0.0102

 

AD

1.34

1

1.34

2.41

0.1464

 

BD

2.57

1

2.57

4.62

0.0527

 

CD

6.36

1

6.36

11.45

0.0054

 

ABC

1.35

1

1.35

2.43

0.1448

 

ABD

5.16

1

5.16

9.29

0.0101

 

ACD

1.35

1

1.35

2.43

0.1448

 

BCD

2.32

1

2.32

4.17

0.0637

 

A2C

0.9136

1

0.9136

1.64

0.2240

 

AB2

0.5738

1

0.5738

1.03

0.3296

 

Residual

6.67

12

0.5557

     

Lack of Fit

6.67

9

0.7406

822.85

<0.0001

Significant

Pure Error

0.0027

3

0.0009

     

Cor Total

4227.13

27

       

R2 = 0.9984; adjust R2 = 0.9965; Predicted R2 = 0.9510; Adequate precision = 68.4725; Std. Dev. = 0.7454; Mean = 37.90; C.V. % = 1.97.

3.3.2. Effect of Parameter Interaction on Bio-Methane Yield

The influence of the important operating parameters is critical for maximizing biomethane output in anaerobic digestion systems. While temperature, HRT, and OLR separately have an impact on microbial activity and substrate degradation, their combined impacts can provide synergistic results that greatly shape overall biomethane yield. Evaluating these interactions offers a better understanding of system behaviour, improves process stability, and aids in the establishment of optimal operational conditions for optimum methane recovery.

Figure 5 illustrates the individual effects of the independent variables on biomethane yield. As shown in Figure 5a, the hydrolysis reactor temperature (Htemp) shows minimal variation in biomethane production across 25–35 °C, with a maximum yield of 35.64 vol.%. This trend indicates that hydrolysis temperature has a relatively low influence on biomethane yield compared to other process variables [70].

Figure_5_1

Figure 5. Biomethane yield on the Effect of parameter interactions. (a) Htemp, (b) Dtemp, (c) HRT and (d) OLR.

Figure 5b shows the effect of digester temperature on biomethane yield. The results indicate that biomethane production increases steadily as the digester temperature rises from 40 °C to 60 °C, reaching a maximum yield of 37.900 vol.%. This trend shows that digester temperatures have a greater influence on biomethane yield than hydrolysis temperature. Furthermore, the observed pattern aligns with previous studies by Khan et al. [71], which reported similar temperature-dependent enhancements in microbial activity and methane production efficiency. Similarly, Figure 5c illustrates the influence of HRT on biomethane yield. As HRT increases from 5 to 35 days, biomethane production rises gradually from 35.356 to 36.850 vol.%, indicating a modest but steady improvement. This behaviour is expected, as longer retention times allow for more complete substrate degradation and enhanced microbial conversion efficiency, thereby increasing methane generation [72]. However, the relatively slow rate of increase suggests that beyond a certain threshold, the benefits of extended HRT diminish as the system approaches its optimal digestion capacity.

Figure 5d illustrates the influence of the OLR on biomethane yield. The results show that OLR exerts a significant effect on biomethane production compared to the other operating parameters. As the OLR increases, the biomethane yield rises sharply, indicating enhanced substrate availability and microbial activity. The highest loading rate evaluated (35 kg·VS·m−3·day−1) produced the maximum biomethane yield of 52.796 vol.%, demonstrating that higher OLRs can substantially improve methane generation until the optimal threshold is reached. This trend is consistent with previous studies, which reported that increasing OLR enhances biogas productivity by supplying more biodegradable organic matter, up to the point where system overloading may occur [73].

Figure 6 shows a 3D surface plot of the interactions between the hydrolysis reactor temperature and the digester reactor temperature (HRT and OLR) against biomethane yield.

Figure 6a illustrates the 3D surface response of biomethane yield as a function of hydrolysis reactor temperature (Htemp) and digester reactor temperature (Dtemp). As shown in the plot, increasing Htemp results in a marginal decline in biomethane yield, from 37.43 to 36.54 vol.%, suggesting that elevated hydrolysis temperatures may exert a slight inhibitory effect on upstream microbial hydrolysis. Conversely, increasing Dtemp yields a pronounced enhancement in methane production, with biomethane output rising from 36.96 to 39.59 vol.%. The optimal condition of 25 °C Htemp and 60 °C Dtemp produced the maximum biomethane yield (39.59 vol.%). These findings are consistent with the work of Casallas-Ojeda, et al. [74], who reported that a digester temperature of 60 °C produced the optimum biogas yield under similar operating conditions, demonstrating that methanogenic temperature rather than hydrolytic temperature is the dominant thermal parameter governing methane formation. This observation aligns with established thermophilic digestion studies that emphasize the sensitivity of methanogens to digester operational temperature [75].

Figure 6b further demonstrates the influence of HRT and hydrolysis reactor temperature on biomethane production. As depicted, increasing HRT results in a steady rise in methane yield from 37.17 to 39.67 vol.%. This may be due to the extended microbial contact time and the enhanced biodegradation efficiency associated with longer retention periods. A similar positive trend is observed with Htemp, which modestly increases biomethane yield from 37.16 to 38.64 vol.%. These parallel responses confirm that both parameters independently support improved hydrolysis and methanogenesis, consistent with anaerobic digestion kinetic theory, which associates prolonged retention and moderate thermal enhancement with improved substrate solubilization and methane conversion efficiency [76].

The interaction between OLR and hydrolysis temperature is presented in Figure 6c. A substantial rise in OLR from 15 to 35 kg·VS·m−3·day−1, leads to a sharp increase in biomethane yield from 26.69 to 51.61 vol.%, demonstrating the strong influence of substrate availability on methane productivity. Also, Yang et al., [77] reported the increase in ORL with the increase in biogas yield in the AD process. In contrast, Htemp exerts only a marginal effect within the same operating range, producing comparatively minor changes in methane output. This disparity indicates that, under the examined conditions, OLR is the primary determinant of methane yield, supporting the literature, which identifies feedstock loading as a critical performance driver in anaerobic digestion systems [78].

Figure 6d reinforces this conclusion by showing a steep increase in biomethane yield with rising OLR, achieving a maximum of 53.67 vol.% at 35 L−1·day−1. Meanwhile, an increase in Htemp results in a slight decrease in yield from 23.69 to 22.99 vol.%, suggesting that higher hydrolysis temperatures may negatively affect microbial stability. This behaviour is frequently reported in studies where excessive thermal input disrupts hydrolytic bacteria or shifts metabolic balance unfavourably [79].

Finally, Figure 6e presents the combined effects of OLR and HRT on biomethane production. OLR once again dominates the response, with biomethane yield rising sharply to a maximum of 56.65 vol.% at 35 kg·VS·m−3·day−1. Conversely, HRT exhibits a more gradual positive influence, with the maximum biomethane yield of 24.56 vol.% achieved at approximately 35 days. These results collectively show that although both parameters enhance methane production, OLR exerts a substantially stronger influence than HRT within the evaluated operational window [77]. Taken together, the results across all plots highlight that substrate loading, more than temperature or retention time, is the most influential parameter driving biomethane productivity across the evaluated process space.

Figure_6_1
Figure_6_2
Figure_6_3

Figure 6. Effect of Biomethane yield on 3D surface plot on parameters interaction on (a) Dtemp and Htemp, (b) HRT and Dtemp, (c) ORL and Htemp, (d) ORL and Dtemp, and (e) ORL and HRT.

3.3.3. Performance Optimization Analysis

This section contains a detailed explanation and discussion of the optimization analysis results. Figure 7 presents the desirability of all the variables in the optimization process. Table 16 displays the optimization criteria for all aspects considered in connection with the responses. The CCD levels were used to calculate the lower and upper limit values for each independent variable.

Figure_7_1

Figure 7. The bar graph depicts the individual desirability of all responses (R), which corresponds to the combined desirability (D).

Figure 7 presents the individual desirability function (di) for each response, along with the calculated combined desirability (D = 0.982492), which represents the overall desirability. The desirability function for the independent variables (Htemp, Dtemp, HRT, and ORL) was set to be unity (1) because they were within the specified ranges during the optimization. The obtained desirability function for the bio-methane yield is 0.982492.

Table 16 outlines the optimization criteria used for the bio-methane optimization, specifically the maximization goal of maximizing the optimal bio-methane yield. The hydrolysis reactor temperature (Htemp), the Digester reactor temperature (Dtemp), HRT, and OLR were set “ in range”, allowing the optimization algorithm to explore the full experimental domain defined by RSM-CCD. The approach is consistent with objective optimization practices. Where the independent variables are not fixed allowed to vary freely within the boundaries [68].

Table 16. Optimization of individual responses with lower and upper limits, with corresponding desirability.

Name

Goal

Lower Limit

Upper Limit

A: Htemp

is in range

25

35

B: DTemp

is in range

40

60

C: HRT

is in range

5

35

D: ORL

is in range

15

35

Bio-Methane

Maximize

20.27

57.69

The RSM-CCD optimization results presented in Table 17 show a clustering of ten near-optimal solutions, all with desirability scores of 1.00. This indicates a stable and well-defined optimum region, suggesting that minor variations in the input factors do not significantly affect system performance. This stability supports the robustness of the RSM optimization model and is consistent with previous research indicating that elevated digester temperatures, combined with moderate hydrolysis conditions, improve microbial activity, substrate degradation, and methane formation efficiency [80]. The continuously high desirability values across trials further suggest that the selected multi-response optimization requirements were effectively met. This reinforces the RSM-based desirability method as a trustworthy technique for balancing methane productivity with operational characteristics according to Ahmad et al., [81]. Figure 8 confirms that the ideal biomethane production of 58.227 vol.% is attained at a hydrolysis temperature of 25 °C, digester temperature of 60 °C, HRT of 35 days, and an OLR of 35 kg·VS·m−3·day−1, with a maximum desirability value of 1.000. Overall, Table 17 and Figure 8 validate the optimized process conditions, highlighting the strong influence of digester temperature and OLR on biomethane yield and confirming the predictive accuracy of the developed model.

Table 17. Response surface methodology CCD optimization of biomethane.

SNo

Htemp

(°C)

Dtemp

(°C)

HRT

(Days)

ORL

(kg·VS·m−3·day−1)

Bio-Methane

Yield (Vol.%)

Desirability

1

25.000

60.000

35.000

35.000

58.227

1.000

Selected

2

25.000

59.901

35.000

35.000

58.206

1.000

3

25.113

60.000

35.000

34.980

58.148

1.000

4

25.001

59.568

35.000

35.000

58.137

1.000

5

25.212

60.000

35.000

34.991

58.128

1.000

6

25.000

59.683

34.842

35.000

58.130

1.000

7

25.000

59.999

34.376

35.000

58.102

1.000

8

25.000

59.163

35.000

34.995

58.044

1.000

9

25.035

58.911

34.974

35.000

57.979

1.000

10

25.000

59.878

33.801

35.000

57.962

1.000

Figure_8_1

Figure 8. Desirability ramp for numerical optimization for these selected goals.

3.4. Techno-Economic Analysis

The capital operating expense (CAPEX) distribution for the anaerobic digestion system (Figure 9) demonstrated that piping and instrumentation (42%) and equipment procurement and installation (30%) were the most expensive components, accounting for more than 70% of the total investment. These figures are consistent with the findings of Mahmod et al., [82], who discovered that mechanical and process integration expenses dominate bioenergy plant expenditures. Engineering, design, and procurement each contributed 15%, with electrical and insulation, civil and structural works, and administrative overheads accounting for 6%, 3%, and 3%, respectively. A contingency cost of no more than 1% demonstrates sound design planning and project management [83]. Overall, the cost structure shows that capital-intensive components, particularly mechanical systems and process control, drive total investment, emphasizing the importance of efficient design, automation, and integration for improving operational reliability and economic sustainability Ghafoori et al., [84].

The annual operating expense (OPEX) distribution (Figure 10) shows that operating labour cost (50%) is the highest expenditure, representing the manpower necessary for constant monitoring, feed handling, and system management. This observation is consistent with Khan et al., [85], who identified labour as a major cost element in medium-scale AD operations. Utilities (20%) are the second-highest cost component, owing to energy consumption for heating and mixing during thermophilic digestion [86]. Plant maintenance accounted for 15%, guaranteeing operational reliability through routine inspections and equipment servicing. Meanwhile, administrative costs (7%), plant overheads (5%), and raw material costs (3%) all remain very cheap because septic waste is a readily available feedstock. With three operators and one supervisor per shift earning average wages of USD 1.5/h and USD 2.2/h, respectively, the total annual operating cost is estimated at USD $1.29 million. Overall, labour and energy optimization via automation and process integration has the potential to significantly improve the system’s economic performance and long-term sustainability [87].

The economic analysis was carried out using APEA® version 14.1, with data received from the simulation outputs. The prices of important process streams, such as septic tank sludge, digestate, biomethane, light gas products, potable water, cooling water, and power, were determined using vendor quotations. To guarantee consistency, the overall cost estimate was compared to the results of the system’s mass and energy balances. Utility demands were calculated from the energy study, and costs were estimated using first-quarter 2024 market prices. The proposed biomethane production plant’s total capital investment (TCI) was estimated at USD $3.19 million, including expenses for equipment purchase and installation, piping and instrumentation, engineering and procurement, electrical and insulation works, civil and steel structures, and contingencies. As shown in Figure 6, piping and instrumentation accounted for much of the total investment (42%), followed by equipment purchase and installation (30%) and engineering, design, and procurement (15%), indicating that infrastructure and system integration are the most expensive aspects of the project.

The revenue generation primarily stems from the sale of biomethane, clean fuel gas, and digested material, accounting for approximately 88% of total income. This highlights the economic importance of maximizing methane recovery and energy conversion efficiency. Comparable trends reported by Teghammar et al., [88] confirm that labour and utility costs are dominant operating expenses in biogas systems, while biomethane and power sales are the key profitability drivers. Overall, the cost structure demonstrates a financially viable and labour-intensive process with strong potential for sustainable energy recovery and economic return.

In addition, the economic performance is influenced by regional conditions such as energy pricing, labour costs, sludge collection logistics, and financing structures. These factors may vary significantly across different locations, thereby affecting both operating costs and revenue stability. Consequently, while the present results indicate strong economic feasibility under the base-case scenario, regional adaptation of key economic parameters is necessary to accurately assess the scalability and transferability of the proposed system to other cities or countries

Figure_9_1

Figure 9. Breakdown of capital expenses.

Figure_10_1

Figure 10. Breakdown of operating expenses.

The NPV analysis over a 20-year project horizon (Figure 11) shows an initial decline in the first two years, primarily due to capital investments and start-up costs [89]. The project attains its breakeven point (NPV = 0) at approximately 3.8 years, corresponding to the DPP, after which the positive cash flows indicate sustained profitability [90]. The PI, calculated as the ratio of the present value of cumulative cash inflows to cumulative cash outflows, was determined to be 4.36, reflecting robust financial performance. Furthermore, the IRR was estimated at 16.6%, exceeding the assumed discount rate and confirming the project’s economic viability and attractiveness for investment [90]. Recent literature on anaerobic digestion and biomethane production systems has reported payback periods ranging from approximately 3 to 10 years and IRR values typically between 10% and 30%, depending on feedstock type, scale, and market conditions [82,91]. Within this context, the results obtained in this study (DPP = 3.8 years; IRR = 16.6%; NPV $4.64 M) fall within the lower-to-mid range of reported values, indicating competitive economic performance for waste-to-energy biomethane systems and reinforcing the viability of the proposed process.

Figure_11_1

Figure 11. Project operation life.

Economic Sensitivity Analysis

The sensitivity analysis in Figure 12 presents the impact of key economic parameters on the financial performance of the proposed biomethane production system. The findings demonstrate that changes in CAPEX, OPEX, feedstock cost rate, and biomethane upgrading energy demand substantially influence the economic viability of the process. Comparable results have been documented in recent techno-economic assessments of anaerobic digestion and renewable natural gas systems, which identified investment and operational costs as primary determinants of project feasibility [92,93]. A 20% reduction in CAPEX and OPEX enhanced the system’s economic performance, raising the NPV from 4.64 to 5.82 million USD and shortening the POP from 3.8 to 3.0 years. Conversely, a 20% increase in these costs lowered the NPV to 3.46 million USD and extended the payback period to 4.7 years. These results underscore the project’s strong sensitivity to capital-intensive infrastructure and operational expenses, aligning with findings from previous biomethane feasibility studies [94]. The feedstock cost rate further affected overall economic performance, emphasizing the necessity of reliable sludge collection and transportation systems for sustainable plant operation. Additionally, biomethane upgrading energy demand ranged from 6.0 to 9.0 kWh/m3 across 20% scenarios, indicating that increased upgrading energy requirements reduce profitability due to higher utility costs. Comparable findings have been reported for upgrading technologies such as membrane separation and pressure swing adsorption, where energy consumption constitutes a significant portion of total operating expenditure [95,96]. Despite these variations, methane yield and the selling price of biomethane remained constant, indicating that the observed economic fluctuations were primarily attributable to process and energy-related costs rather than product quality or market value. Overall, the sensitivity analysis confirms that the proposed anaerobic digestion system remains economically feasible within the evaluated uncertainty range and highlights the importance of cost optimization and energy-efficient upgrading strategies to enhance financial performance.

Figure_12_1

Figure 12. Sensitivity analysis on key economic parameters.

3.5. Environmental Implications

The environmental performance indicators in Figure 13 highlight the sustainability potential of the proposed anaerobic digestion system for biomethane recovery from septic tank sludge. Under optimized operating conditions, biomethane production increased from 46.37 to 58.227 vol.%, indicating greater methane-generation efficiency and improved substrate conversion. Comparable enhancements in methane yield under optimized digestion conditions have been documented in recent studies [97,98]. Methane recovery efficiency increased from 90% in the base-case scenario to 98.7% under optimized conditions, demonstrating more effective utilization of biodegradable organic matter and reduced methane losses. Improved methane recovery plays a critical role in minimizing uncontrolled greenhouse gas emissions from sludge management systems and in enhancing the efficiency of renewable energy recovery [99]. The optimized system achieved a CO2 emission reduction potential of 0.49 kg CO2-eq per kg CH4, underscoring the environmental benefits of renewable biomethane production and the displacement of fossil-derived natural gas. Recent studies have also shown that biomethane systems can substantially contribute to greenhouse gas mitigation and the decarbonization of the energy sector through waste-to-energy conversion pathways [100,101]. The fossil natural gas displacement factor remained constant at unity, indicating that the upgraded biomethane can directly replace conventional natural gas on an equivalent energy basis. Overall, the net greenhouse gas (GHG) reduction potential increased from moderate to high under optimized conditions, confirming the environmental sustainability and carbon reduction capacity of the proposed biomethane production system.

Figure_13_1

Figure 13. Environmental performance indicators.

4. Conclusions

This study shows that anaerobic digestion of septic tank sludge is a technically and economically viable method for producing sustainable biomethane. The Aspen Plus®-based process design and simulation effectively modelled the conversion of septic sludge characterized by 33.80 wt.% carbon, 5.86 wt.% hydrogen, and 34.86 wt.% volatile matter into high-quality biomethane. Model validation against three separate experimental datasets revealed excellent agreement, with percentage variations less than 1%, demonstrating the accuracy of the constructed process model. Using RSM-CCD, the optimal operating conditions were found to be 35 °C for hydrolysis, 60 °C for the digester, 35 days for hydraulic retention, and 37.91 kg·VS·m−3·day−1, for organic loading, resulting in a maximum biomethane yield of 58.227 vol.%. The techno-economic study utilizing the APEA® confirmed the process’s financial viability, with a total capital investment of USD 3.19 million, an annual operating cost of USD 1.29 million, and a payback period of roughly 3.8 years. The optimized system had a net energy gain of 82.6%, an NPV of $4.64 M with an IRR of 16.6%, indicating its outstanding economic performance. Sensitivity analysis further showed that CAPEX, OPEX, feedstock cost, and upgrading energy demand significantly influence economic performance, highlighting the importance of cost optimization and energy-efficient upgrading strategies. In addition, the optimized system achieved improved methane recovery efficiency (98.7%), enhanced biomethane production, and a CO2 emission reduction potential of 0.49 kg CO2-eq/kg CH4, demonstrating substantial greenhouse gas mitigation and fossil natural gas displacement potential. Overall, the results confirm that septic tank sludge valorisation through anaerobic digestion is not only a sustainable and efficient waste-to-energy solution, but also a key enabler for decentralised wastewater management, renewable energy generation, and the advancement of circular economy goals in developing countries.

Statement of the Use of Generative AI and AI-Assisted Technologies in the Writing Process

The authors acknowledge the use of digital tools, Aspen Plus and Design Expert Software as well as ChatGPT (OpenAI) and Grammarly, to enhance the clarity, grammar, and readability of this manuscript. All contents generated with these tools were critically reviewed, verified, and edited by the authors to ensure accuracy, originality and compliance with the journal standard. The authors take full responsibility for the final version of the manuscript.

Acknowledgments

The authors gratefully acknowledge the Green Engineering Research Group for providing the essential simulation tools and technical support required for this study.

Author Contributions

A.M.I. and E.K.T.: Conceptualization, methodology, formal analysis, writing original draft. E.K.T., U.M.A. and S.R.: supervision, resources. M.A.A., U.S.I., M.I and A.Y.M.: writing—review and editing, project administration. A.M.I., E.K.T., V.O.F., M.I. and S.R.: writing—review and editing, validation. All authors have read and agreed to the published version of the manuscript.

Ethics Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

Data will be available on request.

Funding

This research received no external funding.

Declaration of Competing Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

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