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A lamina of composite with fiber orientation ? = 60? is subject to sx = 10 MP a, sy = 5 MPa, sxy = 2.5 MP a.
Compute the reduced stiffness and compliance matrices, and the intralaminar shear stiffness .
What is the return value if today is July 22, 2013?
Write code for a method that computes the sum of all the numbers in an integer array.
Determine the state transition graph for the sequential machine which recognizes the set S of binary sequences consisting of n zero values .
Determine the state diagram of a Mealy sequential machine which controls the entrance of a garage with four parking places.
Compare the complexity of excitation functions and output functions for the realizations of this arbiter by D-flip-flops and JK-flip-flops.
Determine the state table and the state diagram for a sequential machine at which input an arbitrary sequence of letters a, b, c, and d .
The input in a sequential machine is a binary sequence. The machine recognizes successive appearance of two or more 1 values.
Determine the state table and draw the corresponding state table for this vending machine.
Realize a sequential machine whose output Z takes the value 1 when the input sequence x consists of two consecutive values 1 followed by two values .
Realize a sequential machine whose input is an arbitrary binary sequence, and the output takes the value 1.
Determine the state diagram for the quaternary counter which counts as 0, 1, 2, 3, 0, 1, 2, 3, ··· and 0, 1, 3, 2, 0, 1, 3, 2, 0,···for the control input.
Implement the counter by T, D, and JK-flip-lops and compare the complexities of realizations in the number of circuits count.
Determine the state table and the minimized next state functions.
Design the state diagram and the state transition table for the Moore machine with a single input x and and the output y specified as follows.
Compare complexities of the realizations of the vending machine specified in the Problem by D-flip-flops and SR-flip-flops.
Realize the function f of five variables defined by the truth-vector.
Determine the number of EXOR operations required in FFT-like algorithms and decision diagram methods.
Discuss the relationships between the Boolean differences and coefficients in the Reed-Muller expressions.
What the are relationships between the Boolean differences and coefficients in the Fixed-polarity Reed-Muller expressions?
Form their Kronecker product structure, determine the matrix relations for calculation of higher order Boolean differences.
calculate the Boolean difference of the first and the second order with respect to the variables x1, x2, x4 and x1x3 and x2x3.
Determine the set of test for the error line e stuck-at 0 and 1.
Realize these functions by a PLA directly and compare the complexities of the realizations in terms of the number of columns of the PLAs.