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Cooperative Multi-Robot Framework Using Artificial Immune System and Fuzzy Logic

Cooperative Multi-Robot Framework Using Artificial Immune System and Fuzzy Logic

Muhammad Saeed Shah1, Fazal Nasir2, Sana Ul Haq1 and Muhammad Tahir Khan2*

1Department of Electronics, University of Peshawar, Pakistan; 2Department of Mechatronics Engineering, University of Engineering and Technology Peshawar, Pakistan.
 
*Correspondence: Muhammad Tahir Khan, Department of Mechatronics Engineering, University of Engineering and Technology Peshawar, Pakistan; Email: [email protected] 

Figure 1:

Antibody’s structure.

Figure 2:

Idiotypic network theory.

Figure 3:

Clonal selection theory.

Figure 4:

Control framework for MRC.

Figure 5:

Flowchart for battery charging of a robot.

Figure 6:

 Antibody’s (B-robot) light and heavy chains.

Figure 7:

Block diagram of the proposed algorithm for fuzzy binding affinity.

Figure 8:

Input membership functions:(a) Distance, (b) Battery, (c) Speed, (d) Obstacles, (e) Success rate.

Figure 9:

Output Binding Affinity membership function.

Figure 10:

Comparison of the paratrope of antibody (B-robot) with epitope of task.

Figure 11:

Matching of the antibody (B-robot) paratrope and idiotope.

Figure 12:

Response of the antibody to a complex antigen (task).

Figure 13:

Heavy chain HC2 showing capabilities of the task accomplished through a specific response.

Figure 14:

Simulation platform.

Figure 15:

Time (stpes) spent in each run to complete the tasks.

Figure 16:

Total messages exchanged during task accomplishment in each run.

Figure 17:

Average time (steps) taken to complete the tasks as a function P-robots.

Figure 18:

Average messages exchanged during tasks completion as a function of P-robots.

Figure 19:

Average time (steps) taken to complete the tasks as a function T-robots.

Figure 20:

Average messages exchanged during tasks completion as a function of T-robots.

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Journal of Engineering and Applied Sciences

December

Vol. 42, pp. 01-48

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