Gears Flashcards

1
Q

defines the average number of teeth in contact at any one time

A

contact ratio

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2
Q

A minimum contact ratio for smooth operation

A

1.2

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3
Q

Most spur gearsets will have contact ratios between

A

1.4 and 2.

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4
Q

A disadvantage of unequal-addendum tooth forms is an

A

increase in sliding velocity at the tooth tip.

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5
Q

Interference (and undercutting caused by manufacturing tools) can be prevented simply by

A

avoiding gears with too few teeth

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6
Q

As the number of teeth is reduced for a fixed diameter gear,

A

the teeth must become larger.

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7
Q

Severe undercutting will promote

A

promote early tooth failure.

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8
Q

arc length along the pitch circle circumference measured from a point on one tooth to the same point on the next.

A

circular pitch

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9
Q

defines the tooth size.

A

circular pitch

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10
Q

tooth is measured along the axis of the gear.

A

face width

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11
Q

tooth thickness is measured at the

A

pitch circle,

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12
Q

tooth space width is slightly larger

A

tooth thickness.

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13
Q

Tooth space width - tooth thickness

A

backlash

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14
Q

dedendum is slightly larger

A

addendum

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15
Q

tip of one mating tooth

A

(addendum circle)

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16
Q

bottom of the tooth space

A

(dedendum circle).

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17
Q

tooth height is defined by the

A

addendum

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18
Q

tooth height is defined by the

A

addendum and dedendum

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19
Q

(AGMA)

A

American Gear Manufacturers Association

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20
Q

They define a spectrum of quality numbers and tolerances ranging from

A

lowest (3) to the highest precision (16).

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21
Q

backlash can cause potentially

A

“hunting”

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22
Q

back-to-back on the same shaft that can be rotated slightly at assembly with respect to one another,

A

antibacklash gears

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23
Q

Another factor affected by changing center distance is

A

backlash.

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24
Q

clearance between mating teeth measured at the pitch circle

A

Backlash

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25
As the center distance increases
pressure angle and vice versa
26
The common normal is
still tangent to the two base circles and still goes through the pitch point.
27
The velocity ratio is unchanged despite the shift in center distance.
Unchanged
28
center distance errors ____ the velocity ratio.
Do not affect
29
the gear tooth form is not an involute, then an error in center distance will violate the fundamental law, and there will be variation, or
"ripple,"
30
There will also be an ideal center distance ( CD ) that will give us the nominal pitch diameters for which the gears were designed. U
center distance
31
defined as the angle between the axis of transmission or line of action ( common normal)
pressure angle
32
direction of velocity at the pitch point
pressure angle
33
distance along the pitch circle within the mesh
arc of action
34
subtended by these points and the line of centers
subtended by these points and the line of centers
35
The arc of action on both pinion and gear pitch circles
The arc of action on both pinion and gear pitch circles
36
The distance along the line of action between these points within the mesh i
length of action,
37
common normal of the tooth profiles, at all contact points within the mesh
pitch point
38
The ratio of the driving gear radius to the driven gear radius
remains constant as the teeth move into and out of mesh.
39
curves at the contact point,
common tangent
40
perpendicular to the common tangent.
common normal
41
common normal, which is also the
axis of transmission,
42
The amount of tooth that sticks out
addendum,
43
The cylinders from which the strings are unwrapp
base circles
44
base circles are necessarily
necessarily smaller than the pitch circles,
45
The string is always
angent to the cylinder.
46
The center of curvature of the involute is always at the
the point of tangency of the string with the cylinder.
47
The contact point between the cylinders lies on the line of center
pitch point.
48
reciprocal of the angular velocity ratio (mV)
torque ratio (mT)
49
equal to the ratio of the radius of the input gear to that of the output gear.
angular velocity ratio (mV)
50
equal to the ratio of the radius of the input gear to that of the output gear.
pinion and gear
51
are ones in which the teeth are parallel to the axis of the gear. This
SPUR GEARS
52
are ones in which the teeth are at a helix angle, Ψ, with respect to the axis of the gear
HELICAL GEARS
53
They run quieter than spur gears because of the smoother and more gradual contact between their angled surfaces as the teeth come into mesh.
HELICAL GEARS
54
are formed by joining two helical gears of identical pitch and diameter but of opposite hand on the same shaft. These
HERRINGBONE GEARS
55
which has only one tooth wrapped continuously around its circumference a number of times, analogous to a screw thread.
Worm
56
means that the worm gear teeth are wrapped around the worm.
Single enveloping
57
resulting in an hourglass-shaped worm.
Double enveloping
58
based on the rolling centrodes of a Grashof double-crank fourbar linkage.
Noncircular Gears
59
If the teeth are angled with respect to the axis,
SPIRAL BEVEL GEARS
60
If the teeth are angled with respect to the axis,
a spiral bevel gear
61
bevel gears are based on
rolling cones
62
rotary to linear motion conversion or vice versa. It
Rack and Pinion