= Consider a four aisle AS/RS in which an S/R machine is used for each aisle. The length of the storage aisle 85 m and its height = 14 m. Suppose horizontal and vertical speeds of the S/R machine are 61 m/min and 23 m/min, respectively. The S/R machine requires 20 s to accomplish a P&D operation. The aisles in the AS/RS will be organized to follow a class-based dedicated storage strategy. There will be two classes, according to activity level. The more active stock is stored in the half of the rack system that is located closest to the input/output station, and the less active stock is stored in the other half of the rack system farther away from the input/output station. Within each half of the rack system, random storage is used. The more active stock accounts for 80% of the transactions, and the less active stock accounts for the remaining 20%. Assume that system utilization 90%, and the number of single-command cycles = the number of dual-command cycles. Determine the throughput of the AS/RS. =

= Consider a four aisle AS/RS in which an S/R machine is used for each aisle. The length of the storage aisle 85 m and its height = 14 m. Suppose horizontal and vertical speeds of the S/R machine are 61 m/min and 23 m/min, respectively. The S/R machine requires 20 s to accomplish a P&D operation. The aisles in the AS/RS will be organized to follow a class-based dedicated storage strategy. There will be two classes, according to activity level. The more active stock is stored in the half of the rack system that is located closest to the input/output station, and the less active stock is stored in the other half of the rack system farther away from the input/output station. Within each half of the rack system, random storage is used. The more active stock accounts for 80% of the transactions, and the less active stock accounts for the remaining 20%. Assume that system utilization 90%, and the number of single-command cycles = the number of dual-command cycles. Determine the throughput of the AS/RS. =

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Company Z has the following historical information about sales for one of its hydraulic pump models for the last 4 years: (PICTURE OF THE PERIOD AND YEARS) On the other hand, the manufacturing process used by Company Z is sequential* and has the following characteristics: (THE OTHER IMAGE) * Sequential; in the sense that the output of Mi is the input of Mi+1.** In any order; in the sense that they can be interchanged, e.g. MA -> MB or MB -> MA. The company's operating costs are as follows: Cost per final unit produced "defect free": $100 Cost per final unit produced "with defects": $150 Cost per excess inventory (units "free of defects"): $50 Cost per inventory shortage ("defect free" units): $200 Revenue per final "defect free" unit produced and sold: $250 We have the following operating conditions: - Any sequence of 3 machines can be used.- Only one machine can be used once, within the same sequence of machines.- You can work UP TO 720 hours per month.- A "level production"…
Command: PLOTTERMANAGER (from the autocad file m TO CONFIGURE A LOCAL, NONSYSTEM PLOTTER 10. PROFILES-Controls the use of profiles. A profile is a configuration you define. 367N 367N R=1.0m 426N 426N B. 426N C. The two identical sphemes having oqual weights of 367N is placed on top of the three identic al sphere's w/ 426 N as their reight . Compute the reaction A,B and C
Problem Statement: A car drives on a circular track with radius 270 m. Initially, the displacement s=0 and the speed is 24 m/s. The car then begins to accelerate at At 0.3s (given in m/s? where s is in meters). After 3.4 seconds has passed, determine: (To get this answer you may need to use a table of integrals and/or a numerical equation solver.) The distance traveled: ûn The velocity vector: un The acceleration vector: Be sure to include units with your answers.
Q4) In Fig.2, The location of the tool, 77 is not accurately known. Using force control, the robot feels around with the tool tip until it inserts it into the socket (or Goal) at loca- tiongr. Once in this "calibration" configuration (in which (G) and (T) are coincident), the position of the robot, is figured out by reading the joint angle sensors and com- puting the kinematics. Assuming T and T are known, give the transform equation to compute the un- known tool frame,T. 2 Fig.2
solve by theconcepts of ststics
***Solve the following problems, correctly and systematically, and show all the necessary figures. Show your correct and complete solution neatly. *** Find the motor size needed to provide the forced-draft service to a boiler that burns coal at the rate of 10 tons per hour. The air requirements are 59 000 cfm, air is being provided under 6 inches water gage by the fan that has mechanical efficiency of 60 %. Assume fan to deliver at a total pressure of 6 inches water gage.
Use the graphical method to solve the problem
subparts: (d), (e), (f)
Please draw a FBD only for the circled yellow part known as a rubber base plate :) I don’t want the rest of the system 580N applied Then do one with the whole system
create an electro-pneumatic system for the drilling process station .For the drilling process, a 15 kg workpiece was fed to the drill station. A workpiece will be pushed to the lower conveyor after drilling in order to be transferred to the inspection station before being raised to the upper conveyor for packaging. Each station should be depicted in your design, along with a flowchart and an entire electro-pneumatic circuit.
using matrix
VELOCITY ANALYSIS. For the single-degree-of-freedom mechanism shown below, the angular velocity on link 2 is w, = 1 rad/s ccw. a) Centers and AVRT to Calculate the direction and magnitude of w3. b) c) Locate and mark all of the instant centers. Then, use the method of Instant Calculate the direction and magnitude of the velocity of point C on the slider. Calculate the direction and magnitude of the velocity of point D on link 3 RAD = 4 in, Rap = 3 in, Rac = 6 in ground slider link 2 link 3 Note: the dimensions of this problem were intentionally chosen so that the geometry can easily be recreated on paper.