= Q 4(b) [6 Marks] The transfer function for a system is E(S) 3.2 + 2L H(S) = ) li(S) 28 - S where L is the number forme

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= Q 4(b) [6 Marks] The transfer function for a system is E(S) 3.2 + 2L H(S) = ) li(S) 28 - S where L is the number forme

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Q 4 B 6 Marks The Transfer Function For A System Is E S 3 2 2l H S Li S 28 S Where L Is The Number Forme 1
Q 4 B 6 Marks The Transfer Function For A System Is E S 3 2 2l H S Li S 28 S Where L Is The Number Forme 1 (78.45 KiB) Viewed 37 times
= Q 4(b) [6 Marks] The transfer function for a system is E(S) 3.2 + 2L H(S) = ) li(S) 28 - S where L is the number formed by the final two digits of your student number (so, for example, if your student number ends with 28, the transfer function is H(s) = 3.2+2x28 59.2 28-s = 28-S . From the transfer function, including your value of L from the start, find the output e(t) when the input to the system is ii(t) = A sin wt. From that, find a formula for the magnitude of the response as a function of A and w. You don't need to simplify it. O
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