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- function quaterion = EulToQuat(Euler)
- % Convert from a 321 Euler rotation sequence specified in radians to a
- % Quaternion
- quaterion = zeros(4,1);
- Euler = Euler * 0.5;
- cosPhi = cos(Euler(1));
- sinPhi = sin(Euler(1));
- cosTheta = cos(Euler(2));
- sinTheta = sin(Euler(2));
- cosPsi = cos(Euler(3));
- sinPsi = sin(Euler(3));
- quaterion(1,1) = (cosPhi*cosTheta*cosPsi + sinPhi*sinTheta*sinPsi);
- quaterion(2,1) = (sinPhi*cosTheta*cosPsi - cosPhi*sinTheta*sinPsi);
- quaterion(3,1) = (cosPhi*sinTheta*cosPsi + sinPhi*cosTheta*sinPsi);
- quaterion(4,1) = (cosPhi*cosTheta*sinPsi - sinPhi*sinTheta*cosPsi);
- return;
-
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