(e) The temperature of a heater y(t) in degrees celsius satisfies the following differential equation dy (t) + 2y(t) = 4

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(e) The temperature of a heater y(t) in degrees celsius satisfies the following differential equation dy (t) + 2y(t) = 4

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E The Temperature Of A Heater Y T In Degrees Celsius Satisfies The Following Differential Equation Dy T 2y T 4 1
E The Temperature Of A Heater Y T In Degrees Celsius Satisfies The Following Differential Equation Dy T 2y T 4 1 (18.66 KiB) Viewed 12 times
(e) The temperature of a heater y(t) in degrees celsius satisfies the following differential equation dy (t) + 2y(t) = 48x(t) dx where x(t) is the electric input in volts. Convert the continuous system represented by the above differential equation to the corresponding digital system represented by a difference equation for the electric input x[n], output temperature y[n), and the sampling interval T. [4 marks]
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