Definitions for "Linear Interpolation" Add To Word List
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The mathematical process the CNC controller performs to determine the time and distance each axis must move to insure a perfectly straight tool movement regardless of angle. G1 is the CNC programming word for linear interpolation under feed control. Example G1 X3Y-1F10.0 where F controls the feed rate.
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A form of interpolation that uses the calculated mean of two sample points as the interpolated sample point See also: drop-sample conversion
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A method that allows the prediction of an unknown value if any two particular values on the same scale are known and the rate of change is assumed constant.
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To 'interpolate' means to calculate a new value in between two known values. Linear interpolation creates new values at equal distances along a line between two known values. When you animate objects with the Score or Stage and set the key positions of a sprite, Director computes the in-between (tweened) points to determine how the sprite moves from one keyframe to the next.
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Linear interpolation is the process of using two known values at two points to determine a third unknown value at a third point.
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A method of approximating data values by assuming that they lie along a straight line. Typically, the two end data points are known. For example, if A is the value at a, and B is the value at b, and atb, then the value C at t is (from the two-point formula): B - A divided by b - a, multiplied by t - D, added to A.
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Linear interpolation (also known by the acronym lerping) is a method of curve fitting using linear polynomials. It is heavily employed in mathematics (particularly numerical analysis), and numerous applications including computer graphics. It is a simple form of interpolation.
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