What is R2 Roticvision?
The R2 roticvision operation is the inverse of rotication. As seen in an earlier post, rotication requires an amount of rotation, an axis and a starting point to calculate the new location of a point.
In contrast, roticvision requires a current point, an axis and an original starting point that are all Opposite Values. The roticvision operation returns an amount of rotation. This is the amount of rotation needed to get from the original starting point to the current point around the given axis using rotication.
Syntax
R2 roticvision is expressed as:
(Current Point) /R↺? (Starting point) = ??o or aπ?
In R2 roticvision, /R↺ is the Operation, the ? is the single point axis and together with the starting point form the Operator. The single point axis must not be the origin, (0, 0). The current point is the Operand. The Operator and Operand must be Opposite Values. Finally, an angle of rotation is the result.
For example in the equation:
- (116.93v + 21.26i^) /R↺(7v, 8iv) (3^+ 4iv) = π^/2
The starting point (3^+ 4iv) and the single point axis (7v, 8iv) form the operator and the current point (116.93v + 21.26i^) is the Operand. The result is π^/2.
The details of the calculation of roticvision are not yet available. Consequently, the online calculator does not include this operation.
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