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35% SCENARIO Flow units arrive at 7 customers per hour. All flow units arriving get in the line for process A and then are processed
35% SCENARIO Flow units arrive at 7 customers per hour. All flow units arriving get in the line for process A and then are processed at A. When the flow units leave A exit the process. Another 40% get in the line at Process B. are processed at B and then exit. The remaining 25% get in line at process Care processed at C and then exit. On average there is 1.5 persons waiting for service A, which takes 6 minutes. On average there is 0.75 people waiting for service B. which takes 16 minutes. On average there is 0.5 people waiting for service C, which takes 25 minutes. A Create a flow diagram of the scenario described above. Use the flow diagram to input the data below each symbol. Use B Little's Law to calculate the unknown variables. What is the time in line waiting for Service B? Tqueue #N/A What is the total number waiting AND being processed at Service B? Iqueve + Iprocess #N/A D What is the total number of flow units in this system? Isystem #N/A E What is the average flow time of customers through this process (NOTE: consider departures after service A and departures after service B and service C). Tsystem #N/A FL What is the takt time for the scenario abocve? Takt = hours = minutes #N/A #N/A 35% SCENARIO Flow units arrive at 7 customers per hour. All flow units arriving get in the line for process A and then are processed at A. When the flow units leave A exit the process. Another 40% get in the line at Process B. are processed at B and then exit. The remaining 25% get in line at process Care processed at C and then exit. On average there is 1.5 persons waiting for service A, which takes 6 minutes. On average there is 0.75 people waiting for service B. which takes 16 minutes. On average there is 0.5 people waiting for service C, which takes 25 minutes. A Create a flow diagram of the scenario described above. Use the flow diagram to input the data below each symbol. Use B Little's Law to calculate the unknown variables. What is the time in line waiting for Service B? Tqueue #N/A What is the total number waiting AND being processed at Service B? Iqueve + Iprocess #N/A D What is the total number of flow units in this system? Isystem #N/A E What is the average flow time of customers through this process (NOTE: consider departures after service A and departures after service B and service C). Tsystem #N/A FL What is the takt time for the scenario abocve? Takt = hours = minutes #N/A #N/A
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