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MECHANICS OF
TOOTH MOVEMENT::
- RICHARD J. SMITH
-CHARLES J. BURSTONE
VOLUME 85, NO 4 ,

AM. J. ORTHODONTICS , APRIL 1984

PRESENTED BY: KIRTI AGRAWAL J.R.1
 Scalars : it do not have direction , it have only
magnitude. Example: weight, temperature
, distance , mass etc.
 Vectors: it have both magnitude and direction.
Example : force etc.
 Force vector is represented by arrows:
 Origin of arrow: point of application of force
 Body of arrow: line of application
 Arrowhead: direction of force( sense)
RESULTANT AND COMPONENT OF
ORTHODONTIC FORCE SYSTEM:
 RESULTANT FROM FORCE WITH COMMON
POINT OF APPLICATIO N:

THE PARALLELOGRAM METHOD:
If 2 force have common point of application, than they are
considered as the side of the parallelogram

We complete the parallellogram.
And diagonal is considered as the resultant.
(length: magnitude of resultant F, arrowhead: direction )
The parallelogram method:
RESULTANT WITH DIFFERENT
POINT OF APPLICATION:
 THE LAW OF TRANSMISSIBILITY OF FORCE:
 First we make artificial/ constructed point of application

in space, along the line of application of force.
 Vectors are moved along the line of application to the

constructed point of application ,maintaining their
original length.
 Then parallelogram is constructed, and resultant F is

obtained
RESOLVING THE FORCE INTO
COMPONENT:
 We divide a single force into components at

right angle to each other.
 We consider the force vector to be the
diagonal of parallelogram,
 The component are parallel and
perpendicular to occlusal plane, dividing into
vertical and the horizontal component.
Force and movement:
 Center of gravity: a point at which a free

body is perfectly balanced.
 Center of resistance : a force with a line of
action passing through the center of
resistance produce translation.
Example: center of resistance of a single rooted
tooth , probably between 1/3 and ½ of root
length apical to alveolar crest.
Center of resistance of a multirooted tooth , is
probably 1-2 mm apical to the furcation.
 Center of resistance depends on :
 1) root length

 2) alveolar bone height
Types of movements:
 Translation
 Rotation

 Combination of translation and rotation
 Translation: if line of action of force passes

through the center of resistance of a
tooth, the tooth will respond to pure bodily
movement / translation
MOMENT OF A FORCE:
 If line of application of force does not pass







through the center of resistance, the force
will produce some rotation, the potential for
rotation is measured a MOMENT.
M= F × d( perpendicular distance of line
of action of force to the center of resistance)
Unit: gram milimeters
Symbol: curved arrow.
Clockwise moments defined as POSITIVE and
counterclockwise moments negative.
 The direction of the moment can be

determined by continuing the line of action of
force around center of resistance.
COMBINED TRANSLATION AND
ROTATION:
 If the line of action of force does not pass

through the center of resistance.
 It will create a moment about center of

resistance, and result is a combination of
translation and rotation.
Rotation :
 Pure rotation means tooth spins about center

of resistance.
Type of movement

Center of rotation

translation

infinity

Pure rotation

At center of resistance

Root movement

Incisal edge

Controlled tipping

Apex

Uncontrolled tipping
Intrusion

slightly apical to the center of
resistance
On a line which is approximately
perpendicular to long axis
COUPLE:
 A single F cannot produce pure rotation , only

a force system can produce pure rotation of
tooth is called a COUPLE.
 Example : 2 F are the same
magnitude, parallel to each other , in the
opposite direction but not coincide, form a
couple.
Mechanics of tooth movement

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Mechanics of tooth movement

  • 1. MECHANICS OF TOOTH MOVEMENT:: - RICHARD J. SMITH -CHARLES J. BURSTONE VOLUME 85, NO 4 , AM. J. ORTHODONTICS , APRIL 1984 PRESENTED BY: KIRTI AGRAWAL J.R.1
  • 2.  Scalars : it do not have direction , it have only magnitude. Example: weight, temperature , distance , mass etc.  Vectors: it have both magnitude and direction. Example : force etc.  Force vector is represented by arrows:  Origin of arrow: point of application of force  Body of arrow: line of application  Arrowhead: direction of force( sense)
  • 3. RESULTANT AND COMPONENT OF ORTHODONTIC FORCE SYSTEM:  RESULTANT FROM FORCE WITH COMMON POINT OF APPLICATIO N: THE PARALLELOGRAM METHOD: If 2 force have common point of application, than they are considered as the side of the parallelogram We complete the parallellogram. And diagonal is considered as the resultant. (length: magnitude of resultant F, arrowhead: direction )
  • 5. RESULTANT WITH DIFFERENT POINT OF APPLICATION:  THE LAW OF TRANSMISSIBILITY OF FORCE:  First we make artificial/ constructed point of application in space, along the line of application of force.  Vectors are moved along the line of application to the constructed point of application ,maintaining their original length.  Then parallelogram is constructed, and resultant F is obtained
  • 6.
  • 7. RESOLVING THE FORCE INTO COMPONENT:  We divide a single force into components at right angle to each other.  We consider the force vector to be the diagonal of parallelogram,  The component are parallel and perpendicular to occlusal plane, dividing into vertical and the horizontal component.
  • 8.
  • 9. Force and movement:  Center of gravity: a point at which a free body is perfectly balanced.  Center of resistance : a force with a line of action passing through the center of resistance produce translation. Example: center of resistance of a single rooted tooth , probably between 1/3 and ½ of root length apical to alveolar crest. Center of resistance of a multirooted tooth , is probably 1-2 mm apical to the furcation.
  • 10.
  • 11.  Center of resistance depends on :  1) root length  2) alveolar bone height
  • 12.
  • 13. Types of movements:  Translation  Rotation  Combination of translation and rotation
  • 14.  Translation: if line of action of force passes through the center of resistance of a tooth, the tooth will respond to pure bodily movement / translation
  • 15. MOMENT OF A FORCE:  If line of application of force does not pass     through the center of resistance, the force will produce some rotation, the potential for rotation is measured a MOMENT. M= F × d( perpendicular distance of line of action of force to the center of resistance) Unit: gram milimeters Symbol: curved arrow. Clockwise moments defined as POSITIVE and counterclockwise moments negative.
  • 16.  The direction of the moment can be determined by continuing the line of action of force around center of resistance.
  • 17.
  • 18. COMBINED TRANSLATION AND ROTATION:  If the line of action of force does not pass through the center of resistance.  It will create a moment about center of resistance, and result is a combination of translation and rotation.
  • 19.
  • 20. Rotation :  Pure rotation means tooth spins about center of resistance.
  • 21.
  • 22. Type of movement Center of rotation translation infinity Pure rotation At center of resistance Root movement Incisal edge Controlled tipping Apex Uncontrolled tipping Intrusion slightly apical to the center of resistance On a line which is approximately perpendicular to long axis
  • 23. COUPLE:  A single F cannot produce pure rotation , only a force system can produce pure rotation of tooth is called a COUPLE.  Example : 2 F are the same magnitude, parallel to each other , in the opposite direction but not coincide, form a couple.