The figure below shows the experimental setup schematically. Assume that the pulley is frictionless/massless and there is negligible friction at the axle of the flywheel. flywheel pulley m

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**Experimental Setup Schematic**

The figure below illustrates the experimental setup schematically. In this setup, assume that the pulley is frictionless and massless, and there is negligible friction at the axle of the flywheel.

**Diagram Description:**

- **Flywheel**: A large circular component is labeled as the flywheel. A smaller circle represents the axle.
- **Pulley**: The flywheel is connected by a rope or string to a smaller circle labeled as the pulley.
- **Mass (m)**: Attached to the rope extending over the pulley is a block representing a mass, denoted by "m."
- **Measurements**:
  - **d**: Represents the diameter or distance related to the flywheel.
  - **h**: Represents the vertical distance the mass "m" is allowed to fall.

This setup is used to analyze rotational motion and energy conservation principles, considering the ideal conditions described.
Transcribed Image Text:**Experimental Setup Schematic** The figure below illustrates the experimental setup schematically. In this setup, assume that the pulley is frictionless and massless, and there is negligible friction at the axle of the flywheel. **Diagram Description:** - **Flywheel**: A large circular component is labeled as the flywheel. A smaller circle represents the axle. - **Pulley**: The flywheel is connected by a rope or string to a smaller circle labeled as the pulley. - **Mass (m)**: Attached to the rope extending over the pulley is a block representing a mass, denoted by "m." - **Measurements**: - **d**: Represents the diameter or distance related to the flywheel. - **h**: Represents the vertical distance the mass "m" is allowed to fall. This setup is used to analyze rotational motion and energy conservation principles, considering the ideal conditions described.
Use energy conservation to obtain an expression for the moment of inertia (I) of the flywheel. Your expression should only contain v, h, d, and constants.
Transcribed Image Text:Use energy conservation to obtain an expression for the moment of inertia (I) of the flywheel. Your expression should only contain v, h, d, and constants.
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