- 2 The Linearised Dynamic Equation For A Continuous Stirred Reactor Can Be Expressed As D X Dt Dx A Bx Dt Dy C 1 (72.5 KiB) Viewed 37 times
2. The linearised dynamic equation for a continuous stirred reactor can be expressed as: d²x dt² dx + a + bx dt dy = C +
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2. The linearised dynamic equation for a continuous stirred reactor can be expressed as: d²x dt² dx + a + bx dt dy = C +
2. The linearised dynamic equation for a continuous stirred reactor can be expressed as: d²x dt² dx + a + bx dt dy = C + ey dt (Equation 2) a) Derive the transfer function, G (s), linking the variables x and y, assuming the deviations and their derivatives are zero at zero time. (2 marks) b) If the time-dependent function of y can be described as: y(t) = 50; t < 0 lk; t≥ 0 (Equation 3) derive an algebraic equation for X(s) in the Laplace domain. (1 mark)