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Merge pull request #4 from virtual-labs/dev
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Simulation Updated and pretest and postest explainations updated
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SOLVE-NITK authored Jun 28, 2024
2 parents 6f375fd + ab9b816 commit d1a49e7
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28 changes: 14 additions & 14 deletions experiment/posttest.json
Original file line number Diff line number Diff line change
Expand Up @@ -9,8 +9,8 @@

},
"explanations": {
"a": "Option b is corect",
"b": "It is proportional to square root of polar moment of inertia"
"a": "Option b is correct. It is proportional to square root of polar moment of inertia.",
"b": "Correct, the right answer is (b). It is proportional to square root of polar moment of inertia"
},
"correctAnswer": "b",
"difficulty": "intermediate"
Expand All @@ -22,8 +22,8 @@
"b": "False"
},
"explanations": {
"a": "Torsional stifnees is not directly proportional to angular twist",
"b": "Torsional stiffness is inversly proportional to angular twist"
"a": "Option b is correct. Torsional stifnees is not directly proportional to angular twist",
"b": "Correct, the right answer is (b). Torsional stiffness is inversly proportional to angular twist"
},
"correctAnswer": "b",
"difficulty": "intermediate"
Expand All @@ -35,8 +35,8 @@
"b": "False"
},
"explanations": {
"a": "It is the ratio of product of Shear modulus and polar moment of inertia to length",
"b": "Option a is correct"
"a": "Correct, the right answer is (a). It is the ratio of product of Shear modulus and polar moment of inertia to length.",
"b": "Option a is correct. It is the ratio of product of Shear modulus and polar moment of inertia to length."
},
"correctAnswer": "a",
"difficulty": "intermediate"
Expand All @@ -50,10 +50,10 @@
"d": "None of the above"
},
"explanations": {
"a": "Rotation in same direction does not result in torque",
"b": "Rotation in opposite direction results in torque",
"c": "Option b is correct",
"d": "Option b is correct"
"a": "The right answer is (b). Rotation in same direction does not result in torque.",
"b": "Correct, the right is (b). Rotation in opposite direction results in torque.",
"c": "Option b is correct. Rotation in opposite direction results in torque.",
"d": "Option b is correct. Rotation in opposite direction results in torque."
},
"correctAnswer": "b",
"difficulty": "beginner"
Expand All @@ -67,10 +67,10 @@
"d": "None of the above"
},
"explanations": {
"a": "The system has more than one rotors",
"b": "The system has two rotors",
"c": "Option b is correct",
"d": "Option b is correct"
"a": "The right answer is (b). The system has more than one rotors so the system is considered as 2 DOF system and does not have one mode but will have 2 modes.",
"b": "Correct, the right is (b). The system has two rotors(or masses), so the system is considered as 2 DOF system and has 2 modes.",
"c": "Option b is correct. The system has two rotors(or masses), so the system is considered as 2 DOF system and has 2 modes.",
"d": "Option b is correct. The system has two rotors(or masses), so the system is considered as 2 DOF system and has 2 modes."
},
"correctAnswer": "b",
"difficulty": "intermediate"
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36 changes: 18 additions & 18 deletions experiment/pretest.json
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Expand Up @@ -10,10 +10,10 @@
"d": "None of the above"
},
"explanations": {
"a": "Torsion cannot be achieved in this position",
"b": "Torisional vibration occurs at this position",
"c": "As option b is correct",
"d": "As option b is correct"
"a": "The right answer is (b). Torsion cannot be achieved in this position",
"b": "Correct, the right answer is (b). Torisional vibration only occurs at this position",
"c": "As option b is correct. Torsional vibation occurs along the axis not perpendicular to the axis of shaft.",
"d": "As option b is correct. Torsional vibation occurs along the axis not perpendicular to the axis of shaft."
},
"correctAnswer": "b",
"difficulty": "beginner"
Expand All @@ -27,10 +27,10 @@
"d": "A system of Disc and Shaft"
},
"explanations": {
"a": "A mass and spring is analogous to disc and shaft ",
"b": "The disk and mass plays the same role in a system ",
"c": "A sring is assumed have linear motion in this concept",
"d": "A system of Disc and Shaft represents a torisonal system"
"a": "The right answer is (d). A mass and spring is analogous to disc and shaft. ",
"b": "The right answer is (d). The disk and mass plays the same role in a system. ",
"c": "The right answer is (d). A sring is assumed have linear motion in this concept.",
"d": "Correct, the right answer is (d). A system of Disc and Shaft represents a torisonal system."
},
"correctAnswer": "d",
"difficulty": "beginner"
Expand All @@ -44,10 +44,10 @@
"d": "None of the above"
},
"explanations": {
"a": "It is the ratio of torque and angular twist",
"b": "It is the ratio of product of Shear modulus and polar moment of inertia to length",
"c": "It can be defined in both the ways",
"d": "Option c is correct"
"a": "The right answer is (c). It is the ratio of torque and angular twist.",
"b": "The right answer is (c). It is the ratio of product of Shear modulus and polar moment of inertia to length.",
"c": "Correct, the right answer is (c). It can be defined in both the ways.",
"d": "Option c is correct. It is the ratio of torque and angular twist and also the ratio of product of Shear modulus and polar moment of inertia to length."
},
"correctAnswer": "b",
"difficulty": "intermediate"
Expand All @@ -60,8 +60,8 @@

},
"explanations": {
"a": "Stiffness is resistance to force that causes deformation",
"b": "Option a is correct"
"a": "Correct, the right answer is (a). Stiffness is resistance to force that causes deformation.",
"b": "Option a is correct. Stiffness is resistance to force that causes deformation"
},
"correctAnswer": "a",
"difficulty": "beginner"
Expand All @@ -75,10 +75,10 @@
"d": "All the above"
},
"explanations": {
"a": "Intermintent combustion and crank shaft causes torsional vibration",
"b": "Forces acing on the piston causes torsional vibration",
"c": "If shafts are not parallel, torsional vibration occurs",
"d": "All are examples o sources of vibration"
"a": "The right answer is (d). Intermintent combustion and crank shaft causes torsional vibration",
"b": "The right answer is (d). Forces acing on the piston causes torsional vibration",
"c": "The right answer is (d). If shafts are not parallel, torsional vibration occurs",
"d": "Correct, the right answer is (d). All are examples of sources of vibration"
},
"correctAnswer": "d",
"difficulty": "intermediate"
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31 changes: 17 additions & 14 deletions experiment/procedure.md
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@@ -1,21 +1,24 @@
Given Data:
1. T<sub>0</sub> - Torque (Nm)
2. &omega; - Input Angular Frequency (rad/s)
3. k<sub>1</sub> - Stiffness of Disc 1 (Nm/rad)
4. J<sub>1</sub> - Polar Moment of Inertia of Disc 1 (kgm<sup>2</sup>)
5. k<sub>2</sub> - Stiffness of Disc 2 (NM/rad)
6. J<sub>2</sub> - Polar Moment of Inertia Disc 2 (kgm<sup>2</sup>)
### Procedure

The experiment is based on the theory of torsional vibrations of a two-degree-of-freedom system, wherein the discs are represented in terms of their moment of inertia. These oscillations can be changed by varying T<sub>0</sub>, &omega;, k<sub>1</sub>, J<sub>1</sub>, k<sub>2</sub>, and J<sub>2</sub>.
<div style="text-align:left">
Click on the Simulation icon <img src="images/simulation.png" alt="Alt text" style="height:80px; width:80px;"> to view the simulation.

1. Clicking on the simulation tab will open the simulator with the discs oscillating with default values.
![Alt text](images/Screen11.png)

In order to view the variable section click on the Variable icon. <img src="images/var1.png" alt="Alt text" style="height:80px; width:80px;">

![Alt text](images/6.png)
![Alt text](images/variable11.png)

Change the values to observe different responses of the system.
Click on Play icon <img src="images/play1.png" alt="Alt text" style="height:80px; width:80px;"> to run the simulation and click on Pause icon <img src="images/pause.png" alt="Alt text" style="height:80px; width:80px;"> to stop it.

2. Clicking on the graph button will show the frequency response curves
<!-- Click on the Next icon <img src="images/next2.png" alt="Alt text" style="height:80px; width:80px;"> to go further.
![Alt text](images/7.png)
![Alt text](images/screen2.png) -->

Click on the back button to view the first page.
Click on the Next or Prev icon<img src="images/prenex.png" alt="Alt text" style="height:80px; width:80px;"> to cycle through different pages.

![Alt text](images/screen21.png)

click on the result icon to view the result.<img src="images/result.png" alt="Alt text" style="height:80px; width:80px;">
![Alt text](images/result11.png)
</div>
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