Answered: side by side, what is the overall…

Engineering

Computer Science

side by side, what is the overall failure rate of this "twin system"? In general, if our targeted

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter20: Queuing Theory

Section20.11: The M/g/s/gd/s/∞ System (blocked Customers Cleared)

Problem 4P

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Consider the two pairs of hazard conditions are 1a. EX/MEM.RegisterRd ID/EXRegisterRs 1b. EX/MEM.RegisterRd ID/EXRegisterRt 2a. MEM/WB.RegisterRd = ID/EX.RegisterRs 2b. MEM/WB.RegisterRd = ID/EX.RegisterRt and consider the following sequence: add $2. $1, $3 sub $15. $2. $5 or $14, $6. $2 and $13, $2. $2 sw $12. 100(S2) The add-sw dependency is Select one or more: Daa type 1a hazard Ob.a type 2b hazard Dc not a hazard Oda type 2a hazard Oea type 1b hazard
is applied. Note that the cross product of 2 vectors is a third vector that is perpendicular to both of the vectors. The formula is: M=rx F where M is the moment, r is the position vector, and F is the Force vector. Consider the figure below: 150 N ? 25m -200 N where there are 2 forces that are applied on the pipe assembly. You will need to calculate the total moment [N-m] acting at the fixed support at A. Note that you will have to different position vectors for each force. Also, the forces must be in vector form. For this part of the lab, you must develop a script that does the following: 1. Require the user to input a position vector, then the corresponding force, until there are no more forces in the system. You can have the user type in 0 to stop the script from asking for more. 2. Utilize the cross command to calculate the cross product 3. Use the fprintf command to out the Moment in cartesian, vector form. Meaning you have to have the unit base vectors i, j, & k and the proper…
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The following below gives the gain of an antenna and efficiency. Use it to solve the following question G= 10'log10 (K* (m"D)yA) Where, G is Gain in dB K is efficiency of antenna D is antenna diameter(m) A= c/f,f=operating frequency c=3 x 10° m/s G/10 Efficiency = (Nrp• (10) Let initial Antenna diameter = 2.4 meter, Antenna Gain (dBi) = 43, Antenna frequency = 6000 MHz Vary D from 2.4 to 5.6 with a change of 0.2. i. Plot a graph of K vrs D for D=2.4 to 5.6 with a change of 0.02 ii. Plot a graph of K vrs D for D=2.4 to 5.6 with a change of 0.01 iii. Write a c++ code to solve for i. iv. Write a c++ code to solve for ii.
1) The stress intensity factor K at a crack is given by K = Co na where o is the far-field stress, a is the crack length, and C is a parameter that depends on the geometry of the specimen and crack. For the case of the edge crack shown in the figure, C is given by: 0.857+0.265 9, 0.266(1-) + (1-9" C = %3D 3/2 Write a script file that will print out a table of values with the ratio a/b in the first column and the corresponding parameter C in the second column. let a/b range between O and 0.95 with increments of 0.05.
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c) In a call center with call queueing the number of operators is 60, and the applied traffic intensity is 58E, and the mean service time for customer is 6 mins. i) Use the Heavy Traffic formulas to estimate the probability that any customer has to wait. ii) How can we act to reduce the probability that any customer has to wait? What are the advantages and disadvantages of taking this action?