13. Combination of homogeneous transformations. Assume that the origin of the frames B1, and B2 are...
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13. Combination of homogeneous transformations. Assume that the origin of the frames B1, and B2 are at: T ?d1 [ -10 20 -20 1 | T Gd2 [ -15 -20 30 1 The orientation of B1 in B2 can be found by a rotation of 60 deg about 2u = [1 -2 4]" and the orientation of B2 in the global frame G can be found by a rotation of 30 deg about Cu = [ 4 3 -4 ]". Calculate the transformation matrix CT2, CT,1, CT1, and GT,. 13. Combination of homogeneous transformations. Assume that the origin of the frames B1, and B2 are at: T ?d1 [ -10 20 -20 1 | T Gd2 [ -15 -20 30 1 The orientation of B1 in B2 can be found by a rotation of 60 deg about 2u = [1 -2 4]" and the orientation of B2 in the global frame G can be found by a rotation of 30 deg about Cu = [ 4 3 -4 ]". Calculate the transformation matrix CT2, CT,1, CT1, and GT,.
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