Determine the strength value for the proportional controller (error) and Integral Controller (sum of errors) Note:...

 

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Determine the strength value for the proportional controller (error) and Integral Controller (sum of errors) Note: provide step by step strength calculation NE NE-0.5 2-0.5 PE-0 NE 1. error: NE = 0.5 Z=0.5 PE=0 2. Sum of errors: NE = 0 Z= 0.2 PE = 0.8 NE error Z Z N PE PE PE Rules logic AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NO Sum of errors NE= 0 NE NE NE 2=0.2PE=0.8 Z Knowledge Base Z N PE PE PE Then Min Avg Min Min Time Taken Min AVE Avg Avg Output Max Max Max Max Water level Low Med High P Min Min Min Avg Avg Avg Max Max Max Strenght Calculation Time Taken Output O/P (Min) 0 0 0 0 0 0 0 ooo 0 0 Water level O/P (Min) 0 0 0 0 0 0 0 0 0 Determine the strength value for the proportional controller (error) and Integral Controller (sum of errors) Note: provide step by step strength calculation NE NE-0.5 2-0.5 PE-0 NE 1. error: NE = 0.5 Z=0.5 PE=0 2. Sum of errors: NE = 0 Z= 0.2 PE = 0.8 NE error Z Z N PE PE PE Rules logic AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NOT AND/OR/ NO Sum of errors NE= 0 NE NE NE 2=0.2PE=0.8 Z Knowledge Base Z N PE PE PE Then Min Avg Min Min Time Taken Min AVE Avg Avg Output Max Max Max Max Water level Low Med High P Min Min Min Avg Avg Avg Max Max Max Strenght Calculation Time Taken Output O/P (Min) 0 0 0 0 0 0 0 ooo 0 0 Water level O/P (Min) 0 0 0 0 0 0 0 0 0

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ANSWER A servomechanism sometimes shortened to servo is defined as feedback control system in which the controlled variable is physical position or motion Many servomechanisms are used to maintain an ... View the full answer