Mechanisms Flashcards

1
Q

Equation to degrees of freedom of a 4 bar linkage

A

Gruebler’s equation: N = 3 x (No. of mechanism links -1) - (2 x No. of 1 degree of freedom joints) - (No. of 2 degrees of freedom joints)

Nb: 1 degree freedom joints = pin or slider joints
2 degree of freedom = cam and gear joints

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2
Q

4-bar linkages that at least one link can rotate through a full revolution

A

Crank rocker
Drag link or Double crank
Double-rocker
Grashof Condition

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3
Q

4-bar linkages where no links can rotate a full revolution

A

Double rocker
Grashof Limit
Toggles and positions

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4
Q

What is the grashof condition of 4 bar linakges?

A

Sum of the longest and shortest links is less than or equal to the other two links:

Longest + Shortest =< Linkage 2 + Linkage 3

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5
Q

Purpose of shortest link in crank-rocker

A

Shortest link is crank

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6
Q

Purpose of shortest link in the double-crank

A

shortest link is grounded

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7
Q

What link in the double rocker is the ground?

A

link opposite the shortest link

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8
Q

What are the toggle positions and what do they mean?

A

when two or more adjacent links are colinear, thus one of the joints is presented from fully driving the mechanish

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9
Q

Label the highlighted parts and the type of follower

A
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10
Q

vector loop analysis

A
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11
Q

FIND A QUESTION TO ANSWER FOR VECTOR VELOCITY ANALYSIS

A
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12
Q

Label stages of cam operation

A
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13
Q

Disadvantages of cam-follower system (three)

A
  • susceptible to vibrations
  • may experience wear over long-term use
  • lubrication usually needed
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14
Q

What section(s) of cam operation reflect the Critical Extreme Positions? (Dwell, Rise, Fall)

A

The Dwell Sections

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15
Q

What are requirements of a cam design? continuous functions/finite where/SVAJ diagrams

A

Must be continuous in displacement, velocity and acceration functions

Must be finite across the entire interval

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16
Q

what are appropriate functions for cam design?

A

Simple harmonic motion, polynomial (5th order or higher)

17
Q

LOOK FOR QUESTIONS TO ANSWER ABOUT CAM DESIGN (LIKELY POLYNOMIAL?)

A