fix: (Issue #569) page 0346

This commit is contained in:
Sudhish2607 2020-10-28 19:31:37 -05:00
parent a755d18010
commit 783918f64b

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@ -227,53 +227,55 @@
# 7
# Page 346
# M = -SINY SINZ SINX + COSY COSX
# M = -SINY SINZ SINX + COSY COSX
# 8
#
# WHERE X = OUTER GIMBAL ANGLE
# Y = INNER GIMBAL ANGLE
# Z = MIDDLE GIMBAL ANGLE
# WHERE X = OUTER GIMBAL ANGLE
# Y = INNER GIMBAL ANGLE
# Z = MIDDLE GIMBAL ANGLE
#
# THE INTERPRETATION OF THIS MATRIX IS AS FOLLOWS:
# THE INTERPRETATION OF THIS MATRIX IS AS FOLLOWS
#
# IF A , A , A REPRESENT THE COMPONENTS OF A VECTOR IN S/C AXES THEN THE COMPONENTS OF THE SAME VECTOR IN
# X Y Z
# IF A , A , A REPRESENT THE COMPONENTS OF A VECTOR IN S/C AXES THEN THE COMPONENTS OF THE SAME VECTOR IN
# X Y Z
# STABLE MEMBER AXES (B , B , B ) ARE
# X Y Z
#
# [ B ] [ A ]
# [ X ] [ X ]
# [ ] [ ]
# [ B ] * [ A ]
# [ Y ] = M [ Y ]
# [ ] [ ]
# [ B ] [ B ]
# [ Z ] [ Z ]
# (B ) (A )
# ( X) ( X)
# ( ) ( )
# ( ) * ( )
# (B ) = M (A )
# ( Y) ( Y)
# ( ) ( )
# (B ) (A )
# ( Z) ( Z)
#
# THE SUBROUTINE WILL STORE THIS MATRIX IN SEQUENTIAL LOCATIONS OF ERASABLE MEMORY AS SPECIFIED BY THE CALLING
# THE SUBROUTINE WILL STORE THIS MATRIX IN SEQUENTIAL LOCATIONS OF ERASABLE MEMORY AS SPECIFIED BY THE CALLING
# *
# PROGRAM. TO DO THIS THE CALLING PROGRAM MUST FIRST LOAD X2 WITH THE COMPLEMENT OF THE STARTING ADDRESS FOR M.
#
# INTERNALLY, THE ROUTINE USES THE FIRST 16 LOCATIONS OF THE PUSH DOWN LIST, ALSO STEP REGISTER S1 AND INDEX
# INTERNALLY, THE ROUTINE USES THE FIRST 16 LOCATIONS OF THE PUSH DOWN LIST, ALSO STEP REGISTER S1 AND INDEX
# REGISTER X2.
#
# DCM TO CDU
# ----------
# *
# THIS ROUTINE EXTRACTS THE CDU ANGLES FROM A DIRECTION COSINE MATRIX (M SCALED BY 2) RELATING S/C AXIS TO
# DCM TO CDU
# ----------
# *
# THIS ROUTINE EXTRACTS THE CDU ANGLES FROM A DIRECTION COSINE MATRIX (M SCALED BY 2) RELATING S/C AXIS TO
# *
# STABLE MEMBER AXES. X1 MUST CONTAIN THE COMPLEMENT OF THE STARTING ADDRESS FOR M. THE SUBROUTINE LEAVES THE
# CORRESPONDING GIMBAL ANGLES IN V(MPAC) AS DOUBLE PRECISION 1'S COMPLEMENT ANGLES SCALED BY 2PI. THE FORMULAS
# CORRESPONDING GIMBAL ANGLES IN V(MPAC) AS DOUBLE PRECISION 1:S COMPLEMENT ANGLES SCALED BY 2PI. THE FORMULAS
# FOR THIS CONVERSION ARE
#
# Z = ARCSIN (M )
# 3
# Z = ARCSIN (M )
# 3
#
# Y = ARCSIN (-M /COSZ)
# 6
# Y = ARCSIN (-M /COSZ)
# 6
#
# IF M IS NEGATIVE, Y IS REPLACED BY PI SGN Y - Y.
# IF M IS NEGATIVE, Y IS REPLACED BY PI SGN Y - Y
# 0
# Page 347
# X = ARCSIN (-M /COSZ)
# 5