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5. Calculate the moment your tool will apply to the object on which it is twisting under both force conditions: a. Calculate M, based on the F (the force located at the far end of the handle). Indicate whether the moment is clockwise or counter-clockwise. b. Calculate M2 based on the Fz (the force located on the handle closest to the pivot point). Indicate whether the moment is clockwise or counter-clockwise. c. If applicable, assume your tool is fully closed/engaged (this may mean that your object doesn't have a width/thickness, for example, your bolt has a diameter of 0). Indicate the pivot point in your drawing as point A. 6. Document all necessary assumptions you needed to make in order to analyze the tool, for example, that the pivot point is located in the center of the teeth (or wherever you specified the pivot point in step 5)

5. Calculate the moment your tool will apply to the object on which it is twisting under both force conditions: a. Calculate M, based on the F (the force located at the far end of the handle). Indicate whether the moment is clockwise or counter-clockwise. b. Calculate M2 based on the Fz (the force located on the handle closest to the pivot point). Indicate whether the moment is clockwise or counter-clockwise. c. If applicable, assume your tool is fully closed/engaged (this may mean that your object doesn't have a width/thickness, for example, your bolt has a diameter of 0). Indicate the pivot point in your drawing as point A. 6. Document all necessary assumptions you needed to make in order to analyze the tool, for example, that the pivot point is located in the center of the teeth (or wherever you specified the pivot point in step 5)

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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I only need the calculation for Question#5 and #6. Thank you:)
If possible, find a wrench or similar tool. Anything similar to the tools pictured below will work. If you do not have access to any tool like this, please contact Dr. Weathers. 1. Make detailed measurements of a tool using rulers, protractors, and calipers as necessary 2. Accurately draw your tool in 2D on engineering paper as close to scale as possible. Add the dimensions you measured, include your scale in your sketch, i.e. 1" = 1'. 3. Assume you are exerting a 200 N (if you measured in metric) or 50 lb (if you measured in inches) force at far end of the handle. Show the location of this force exertion in your detailed drawing. Call this force F1. 4. Assume you are exerting a different 200 N (if you measured in metric) or 50 lb (if you measured in inches) force at the part of the handle that is the closest you can get to the pivot point. Show the location of this force exertion in your detailed drawing. Call this force F2. 5. Calculate the moment your tool will apply to the object on which it is twisting under both force conditions: a. Calculate M, based on the F1 (the force located at the far end of the handle). Indicate whether the moment is clockwise or counter-clockwise. b. Calculate M2 based on the F2 (the force located on the handle closest to the pivot point). Indicate whether the moment is clockwise or counter-clockwise. c. If applicable, assume your tool is fully closed/engaged (this may mean that your object doesn't have a width/thickness, for example, your bolt has a diameter of 0). Indicate the pivot point in your drawing as point A. 6. Document all necessary assumptions you needed to make in order to analyze the tool, for example, that the pivot point is located in the center of the teeth (or wherever you specified the pivot point in step 5) An example of a drawing (without dimensions) may look something like this: F2 F1
Transcribed Image Text:If possible, find a wrench or similar tool. Anything similar to the tools pictured below will work. If you do not have access to any tool like this, please contact Dr. Weathers. 1. Make detailed measurements of a tool using rulers, protractors, and calipers as necessary 2. Accurately draw your tool in 2D on engineering paper as close to scale as possible. Add the dimensions you measured, include your scale in your sketch, i.e. 1" = 1'. 3. Assume you are exerting a 200 N (if you measured in metric) or 50 lb (if you measured in inches) force at far end of the handle. Show the location of this force exertion in your detailed drawing. Call this force F1. 4. Assume you are exerting a different 200 N (if you measured in metric) or 50 lb (if you measured in inches) force at the part of the handle that is the closest you can get to the pivot point. Show the location of this force exertion in your detailed drawing. Call this force F2. 5. Calculate the moment your tool will apply to the object on which it is twisting under both force conditions: a. Calculate M, based on the F1 (the force located at the far end of the handle). Indicate whether the moment is clockwise or counter-clockwise. b. Calculate M2 based on the F2 (the force located on the handle closest to the pivot point). Indicate whether the moment is clockwise or counter-clockwise. c. If applicable, assume your tool is fully closed/engaged (this may mean that your object doesn't have a width/thickness, for example, your bolt has a diameter of 0). Indicate the pivot point in your drawing as point A. 6. Document all necessary assumptions you needed to make in order to analyze the tool, for example, that the pivot point is located in the center of the teeth (or wherever you specified the pivot point in step 5) An example of a drawing (without dimensions) may look something like this: F2 F1
1.26 ) I'il FiLEX KlUHARWRENCH, 200N Handle 3.93 0.78" 7.874 )
Transcribed Image Text:1.26 ) I'il FiLEX KlUHARWRENCH, 200N Handle 3.93 0.78" 7.874 )
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