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Multi-criteria Decision-making in Carbon-Constrained Scenario for Sustainable Production Planning

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Abstract

Industrial processes are constantly changing owing to increasing demand and technological growth throughout the world. These changes influence environmental, economic, and social pillars of sustainable development to a large extent. So, production needs to be carried via considering the viewpoint of sustainable development which should include multi-criteria decision-making in planning. Including multiple criteria in planning is significant as this inclusion lessens the damaging effects on different pillars of sustainable development. Also, environmental policies are usually framed such that carbon emission need not exceed certain limit. In this paper, an optimal production mix of process routes is determined while satisfying a predefined maximum limit on total carbon emission to obtain most satisfied solution (MSS) for multiple conflicting criteria. This novel approach provides an extension to TOPSIS (Technique for Order Performance by Similarity to Ideal Solution) methodology, and an integrated TOPSIS-pinch analysis model is proposed to determine multi-criteria-prioritized factor for ranking of new process routes in carbon-constrained production planning. The obtained MSS provides a unique solution that maximizes benefit and minimizes risk in sustainable production planning. For Iron and Steel industry, energy consumption is observed to be reduced by 74.05 × 106 GJ in comparison to the production plan given by (Sinha and Chaturvedi in J Clean Product 171:312–321, 2018), proposed method facilitates to include other objectives such as operating cost and profit. The proposed methodology is generic and can be applied to other allocation networks, an example is also discussed to show its applicability in water allocation network synthesis.

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Data Availability

Data sharing is not applicable to this article as no new data were created or analyzed in this study.

Abbreviations

AIS:

Anti-ideal solution

BC:

Benefit criteria

IS:

Ideal solution

LCC:

Limiting composite curve

MADM:

Multi-attribute decision-making

MCDM:

Multi-criteria decision-making

MCPF:

Multi-criteria prioritized factor

MODM:

Multi-objective decision-making

MSS:

Most satisfied solution

Mt:

Million tonne

NBC:

Non-benefit criteria

PA:

Pinch analysis

TOPSIS :

Technique for Order Performance by Similarity to Ideal Solution

WAN:

Water allocation network

A :

Set of ideal solutions

A :

Set of anti-ideal solutions

\({CP}_i^k\) :

Criteria parameter of ith new process route for kth criteria

m:

Last entry of kth criteria

EF d :

Emission factor of demand

EF i :

Emission factor of ith new process route

EF j :

Emission factor of jth existing process route

EF p :

Emission factor at the pinch point

CE max :

Maximum limit on carbon emission

H:

Matrix of new process routes and criteria

Q d :

Demand satisfied by production from existing and new process routes

Q i :

Production limit of ith new process route

Q j :

Production limit of jth existing process route

R :

Set of new process routes

r ik :

Normalized value of each element of matrix H

S :

Set of benefit criteria

S :

Set of non-benefit criteria

U :

Set of existing process routes

v ik :

Weighted normalized value of H corresponding to ith new route for kth criteria

\({v}_k^{,}\) :

kth element of set of anti-ideal solutions

\({v}_k^{\ast }\) :

kth element of set of ideal solutions

w k :

Weight factor for kth criteria

x ik :

Element of H corresponding to ith new route for kth criteria

Z e :

Total number of existing process routes

Z n :

Total number of new process routes

i :

Index of new process route

j :

Index of existing process route

k :

Index of criteria

d :

Demand

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Funding

The financial support was from the Department of Science and Technology-Science and Engineering Research Board, India (DST-SERB, India), under the Grant no. ECR/2018/000197.

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Sinha, R.K., Chaturvedi, N.D. Multi-criteria Decision-making in Carbon-Constrained Scenario for Sustainable Production Planning. Process Integr Optim Sustain 5, 905–917 (2021). https://doi.org/10.1007/s41660-021-00187-2

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