A block placed under the head of the claw hammer as shown greatly facilitates the extraction of the nail. If a  40-lb pull on the handle is required to pull the nail, calculate the tension T in the nail and the magnitude A of the force exerted by the hammer head on the block. The contacting surfaces at A are sufficiently rough to prevent slipping. T=? Lb.   A=?Lb.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A block placed under the head of the claw hammer as shown greatly facilitates the extraction of the nail. If a  40-lb pull on the handle is required to pull the nail, calculate the tension T in the nail and the magnitude A of the force exerted by the hammer head on the block. The contacting surfaces at A are sufficiently rough to prevent slipping.

T=? Lb.   A=?Lb.  

**Hammer Lever Mechanics in Nail Removal**

This diagram illustrates the mechanics involved in using a hammer to remove a nail from a surface. The image shows a hammer being used at a 15-degree angle to exert a force on a nail. Key details are highlighted as follows:

- **Force Application**: A force of 40 pounds (lb) is applied on the handle of the hammer.
- **Lever Arm Length**: The distance from the point of force application on the handle to the fulcrum (pivot point) is 6.5 inches.
- **Fulcrum and Nail Positioning**: 
  - The hammer's head acts as a fulcrum (point A), resting on the wooden surface from which the nail is being extracted.
  - The nail penetrates the wood by 1 inch.
  - The pivot point is positioned 1.25 inches above the surface level.

This setup demonstrates the principle of lever mechanics, where applying a force at a distance from the fulcrum can amplify the force exerted on removing the nail. The efficiency of nail removal depends on the angle, handle length, and applied force.
Transcribed Image Text:**Hammer Lever Mechanics in Nail Removal** This diagram illustrates the mechanics involved in using a hammer to remove a nail from a surface. The image shows a hammer being used at a 15-degree angle to exert a force on a nail. Key details are highlighted as follows: - **Force Application**: A force of 40 pounds (lb) is applied on the handle of the hammer. - **Lever Arm Length**: The distance from the point of force application on the handle to the fulcrum (pivot point) is 6.5 inches. - **Fulcrum and Nail Positioning**: - The hammer's head acts as a fulcrum (point A), resting on the wooden surface from which the nail is being extracted. - The nail penetrates the wood by 1 inch. - The pivot point is positioned 1.25 inches above the surface level. This setup demonstrates the principle of lever mechanics, where applying a force at a distance from the fulcrum can amplify the force exerted on removing the nail. The efficiency of nail removal depends on the angle, handle length, and applied force.
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