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Question 1: A thermocouple is used for online monitoring of a nuclear reactor. The systems can be described as follows; \\ $\frac{dT}{dt} = 0.115 + \frac{12}{5}tan(3t + 1)$ \\ Find out the output Temperature profile (i.e. Temperature of the nuclear reactor) for $0 < t > 17$ minutes when initial condition is T (0) =0.3 °C.\\ + Display the T value at t=17 in the Simulink model\\ + Plot the graph of T variation with time.

          Question 1: A thermocouple is used for online monitoring of a nuclear reactor. The systems can be described as follows; \\
$\frac{dT}{dt} = 0.115 + \frac{12}{5}tan(3t + 1)$ \\
Find out the output Temperature profile (i.e. Temperature of the nuclear reactor) for $0 < t > 17$ minutes when initial condition is T (0) =0.3 °C.\\
+ Display the T value at t=17 in the Simulink model\\
+ Plot the graph of T variation with time.
        
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Question 1: A thermocouple is used for online monitoring of a nuclear reactor. The systems can be described as follows; 

(dT)/(dt) = 0.115 + (12)/(5)tan(3t + 1) 

Find out the output Temperature profile (i.e. Temperature of the nuclear reactor) for 0 < t > 17 minutes when initial condition is T (0) =0.3 °C.

+ Display the T value at t=17 in the Simulink model

+ Plot the graph of T variation with time.

Added by Sara R.

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Chemistry: Structure and Properties
Chemistry: Structure and Properties
Nivaldo Tro 2nd Edition
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Question 1: A thermocouple is used for online monitoring of a nuclear reactor. The system can be described as follows: 12 dT/dt = 0.115 + tan^3(t+1) * 5 Find out the output Temperature profile (i.e. Temperature of the nuclear reactor for 0 < t < 17 minutes when the initial condition is T(0) = 0.3 °C. Display the T value at t = 17 in the Simulink model. Plot the graph of T variation with time.
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00:01 To build the electrical circuit shown below using matlab simulink, we can use the sine, wave, gain, integrator and scope block to represent the mathematical models of resistance and capacitors.
00:15 Here are the steps we will use to build a circuit.
00:23 First, open and create a new simulink model.
00:44 Second step is, from the simulink library browser, add the following blocks.
01:01 First is sine wave, then gain, third is integrator, and fourth is scope.
01:18 Now comes the third step, that is connect the blocks...
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