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Please complete table by each gram (Linear
Acceleration, Angular acceleration , Tension, Torque)
with given data and formulas on the papers. There isn’t anything else that goes with this except for the stuff in the pictures
Transcribed Image Text:### Physics Experiment Data
This table presents various measurements relevant to the experimental setup involving a shaft, threaded component, and other related masses. Here's the detailed breakdown:
- **Mass of Shaft:**
- **Mass:** 0.3924 kg
- **Radius of Shaft:**
- **Radius:** 0.00925 m
- **Mass of Threaded:**
- **Mass:** 0.0628 kg
- **Length of Threaded:**
- **Length:** 0.34 m
- **Mass of 0.1-kg Mass:**
- **Mass:** 0.1 kg
- **Distance \( d \) from Center of Shaft to Center of Mass:**
- **Distance:** 16.25 cm or 1.625 m
- **Mass of 4 Wing Nuts:**
- **Mass:** 0.06234 kg
- **Distance \( d \) from:**
- **Distance:** 16.25 cm or 1.625 m
Note: Ensure accuracy while conducting experiments with associated equipment, considering these measurements for proper calculation and analysis.
![# Educational Website Content: Physics Lab Sheet
## PHY 1152 – Principles of Physics Laboratory
### Rotational Inertia of Wing Nuts
The equation for the rotational inertia of the 4 wing nuts is given by:
\[ I_{\text{wingnuts}} = m_{\text{wingnuts}} \cdot d^2 \]
**Variables:**
- \( M = \text{mass} \)
- \( R = \text{radius} \)
- \( m_{\text{t}} = \text{mass of thread} \)
- \( L = \text{length} \)
- \( d = \text{distance from object to center} \)
- \( H = \text{height of mass to floor} \)
### Calculation Table
The following table summarizes the calculations for each moment of inertia:
| Component | Mass (kg) | Inertia \( (kg \cdot m^2) \) |
|---------------|-----------|-----------------------------|
| \( I_{\text{shaft}} \) | | 0.00001678 |
| \( I_{\text{thread rod}} \) | | 0.000378012 |
| 0.1 kg mass | | 0.00528125 |
| 4 wing nuts | | 0.0006166 |
| Total | | 0.0094605 |
### Data Collection and Analysis
For different weights, the experiments yielded the following results:
| Mass \( m \) (kg) | Time 1 (s) | Time 2 (s) | Average Time \( t \) (s) | Linear Acceleration \( a \) \( (m/s^2) \) | Angular Acceleration \( (\text{rad/s}^2) \) | Tension \( T \) (N) | Torque \( (\text{m} \cdot \text{N}) \) |
|------------------|------------|------------|--------------------------|-------------------------------------------|----------------------------------------------|-------------------|------------------------------------|
| 0.050 (50 grams) | 25.49 | 25.87 | 37.88 | | | | |
| 0.100 (100 grams)| 17.94 | 17.39 | 25.75 | | | |](https://content.bartleby.com/qna-images/question/95129523-402c-4b7b-9594-5d137cd6d3f3/4f3f3c39-43d2-44a8-baf3-10e883b13644/0n36q8j_processed.jpeg)
Transcribed Image Text:# Educational Website Content: Physics Lab Sheet
## PHY 1152 – Principles of Physics Laboratory
### Rotational Inertia of Wing Nuts
The equation for the rotational inertia of the 4 wing nuts is given by:
\[ I_{\text{wingnuts}} = m_{\text{wingnuts}} \cdot d^2 \]
**Variables:**
- \( M = \text{mass} \)
- \( R = \text{radius} \)
- \( m_{\text{t}} = \text{mass of thread} \)
- \( L = \text{length} \)
- \( d = \text{distance from object to center} \)
- \( H = \text{height of mass to floor} \)
### Calculation Table
The following table summarizes the calculations for each moment of inertia:
| Component | Mass (kg) | Inertia \( (kg \cdot m^2) \) |
|---------------|-----------|-----------------------------|
| \( I_{\text{shaft}} \) | | 0.00001678 |
| \( I_{\text{thread rod}} \) | | 0.000378012 |
| 0.1 kg mass | | 0.00528125 |
| 4 wing nuts | | 0.0006166 |
| Total | | 0.0094605 |
### Data Collection and Analysis
For different weights, the experiments yielded the following results:
| Mass \( m \) (kg) | Time 1 (s) | Time 2 (s) | Average Time \( t \) (s) | Linear Acceleration \( a \) \( (m/s^2) \) | Angular Acceleration \( (\text{rad/s}^2) \) | Tension \( T \) (N) | Torque \( (\text{m} \cdot \text{N}) \) |
|------------------|------------|------------|--------------------------|-------------------------------------------|----------------------------------------------|-------------------|------------------------------------|
| 0.050 (50 grams) | 25.49 | 25.87 | 37.88 | | | | |
| 0.100 (100 grams)| 17.94 | 17.39 | 25.75 | | | |
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