The electric generator in the steam turbine drive system shown in the following figure has been running steadily at speed Ohm_10 with a constant input steam torque. T_steam. At time t = r_0, the shaft, which has a developing fatigue crack, breaks suddenly. This problem is concerned with how the speed Ohm_1 varies with time after the shaft breaks (what happens to the generator is of no concern here). Find the steady torque T_0 in the shaft before the shaft breaks. Find the time constant of the remaining part of the system to the left of the crack for t > t_0. Solve for the response and sketch the response. Determine how long it takes (in terms of the system time constant) for reach 5% overspeed than the initial
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