Introduction to Orthodontic Biomechanics Flashcards

1
Q

Mechanics:

A

the science that deals with the
action of forces on the form and motion of
bodies

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2
Q

Center of mass:

A

balance
point of a system

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3
Q

Center of mass (gravity)
(3)

A
  • Free body in space
  • All the points move the same amount in the same
    direction
  • called TRANSLATION or BODILY MOVEMENT
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4
Q

Force
– Measured in
– A:
– Line of action:
– Direction:
– Magnitude:

A

ounces or grams
Point of application = Origin of the arrow
Body of the arrow
Body of the arrow and the arrowhead
length of the arrow

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5
Q

Center of resistance of a free body
(2)

A
  • One point in a free body on which it can be perfectly
    balanced (center of gravity)
  • Mathematical point at which all resistance to
    displacement may be thought of as concentrated
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6
Q

Constrained body
(2)

A
  • A tooth is a constrained
    body.
  • The center of resistance
    will vary with alveolar
    height
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7
Q

Force Systems
(2)

A
  1. Single-point force (simple force)
  2. Force couple
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8
Q

Simple Force
– Point of application:
– Line of action:
– Direction:
– Magnitude:

A

Origin of the
arrow ( at crown level)
Body of the arrow
Body of the arrow and the
arrowhead (in 3 plane of space)
length of the arrow
(variable)

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9
Q

Simple Force
Ex (4)

A

➢Pull (tension)
➢Push (pressure)
➢Extrude
➢Intrude

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10
Q

Force systems in orthodontics
* Point of application of
the force: almost always
at the — level
* — of the force (3
planes of space)
* — of the force
(varies)

A

crown
Direction
Amplitude

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11
Q

If the line of force goes through the center of
resistance, pure — will take place

A

translation

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12
Q

translation =

A

all points on a tooth move the
same amount in the same direction

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13
Q

However, in clinical practice, a — force
can rarely be applied through the center of
resistance

A

simple

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14
Q

Single force
* In orthodontics, a
simple force applied
to the crown of a
tooth will result in
— of the crown.

A

tipping
* The crown will tip in
the direction of the
force, the apex will
tip in the opposite
direction

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15
Q

Tooth Movement needing more
than a simple force
(2)

A
  • Translation
  • Rotation
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16
Q

Force Couple
(3)

A
  • Two forces equal in magnitude and
    opposite in direction act on an object
  • The result is a pure moment, since
    translatory effect of the forces cancel
  • The object will spin around its center of
    resistance (rotation)
17
Q

Rotation
(2)

A
  • Steering wheel
    effect
  • So you need
    enough contact
    and or rotational
    attachments
18
Q

Moment of force
(3)

A
  • Line of action of a force does not pass through the center of
    resistance
  • The force will produce some rotation of the object
  • This potential of rotation is called a moment
19
Q

Moment of a force
equation

A

Mf = F x d
F: magnitude of the force
d: perpendicular distance between the line
of the force and the centre of resistance

20
Q

Moment of a force
* a measure of — tendency

A

rotational

21
Q

In orthodontics, — is often the
movement of choice

A

translation

22
Q
  • You need a combination of a (2) to obtain translation
A

simple force and
a moment of force