Design a cam in non dimensional form consisting of 5 sections, each having the following characteristics: Determine equations for the cam profile for each section and box your answers for clarity. Hint: For each segment write the boundary conditions and apply them to the corresponding equation. Segment 1: (0
Design a cam in non dimensional form consisting of 5 sections, each having the following characteristics: Determine equations for the cam profile for each section and box your answers for clarity. Hint: For each segment write the boundary conditions and apply them to the corresponding equation. Segment 1: (0
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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![Design a cam in non dimensional form consisting of 5 sections, each having the following characteristics:
Determine equations for the cam profile for each section and box your answers for clarity.
Hint: For each segment write the boundary conditions and apply them to the corresponding equation.
Segment 1: (0 < y <)
Has a cubic profile: Y = Ay³ + By² + Cy + D
Starts from zero
Dwells at zero
Rises to the height of 4/3
Dwells at the height of 4/3
Segment II: (< y < 1)
Dwells at the height of 4/3:
Segment III: (1 < y <¹)
Has a parabolic profile : Y = Ay² + By + C
Starts from the height of 4/3
Dwells at the height of 4/3
Declines to the height of 1
Segment IV: (< <)
Has a linear motion: Y = 4y - B
Starts from the height of 1
Segment V: (<y <2)
Has a Quadratic profile: Y = Ay? - By - C
Starts from the height of 1/3
Declines to height of 0
Dwells at the height of 0](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe4d256a5-cbd6-4aee-ae86-020aabe91708%2F6545ee14-f372-4f93-83f0-7fa663e708db%2F8yhr9k7_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Design a cam in non dimensional form consisting of 5 sections, each having the following characteristics:
Determine equations for the cam profile for each section and box your answers for clarity.
Hint: For each segment write the boundary conditions and apply them to the corresponding equation.
Segment 1: (0 < y <)
Has a cubic profile: Y = Ay³ + By² + Cy + D
Starts from zero
Dwells at zero
Rises to the height of 4/3
Dwells at the height of 4/3
Segment II: (< y < 1)
Dwells at the height of 4/3:
Segment III: (1 < y <¹)
Has a parabolic profile : Y = Ay² + By + C
Starts from the height of 4/3
Dwells at the height of 4/3
Declines to the height of 1
Segment IV: (< <)
Has a linear motion: Y = 4y - B
Starts from the height of 1
Segment V: (<y <2)
Has a Quadratic profile: Y = Ay? - By - C
Starts from the height of 1/3
Declines to height of 0
Dwells at the height of 0
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