Merge branch 'master' into rename
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@ -412,10 +412,10 @@ REDES1 DLOAD DSU
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# *********************************************************************
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#
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# RGVGCALC COMPUTATIONS ARE AS FOLLOWS:--
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# VELOCITY RELATIVE TO THE SURFACE
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# VELOCITY RELATIVE TO THE SURFACE:
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# _______ _ _ __
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# ANGTERM = V + R * WM
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# STATE IN GUIDANCE COORDINTES:
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# STATE IN GUIDANCE COORDINATES:
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# ___ * _ ____
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# RGU = CG (R - LAND)
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# ___ * _ __ _
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@ -960,7 +960,7 @@ RODCOMP INHINT
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XCH OLDPIPAZ
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XCH RUPTREG3
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EXTEND # SHAPSHOT TIME OF PIPA READING.
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EXTEND # SNAPSHOT TIME OF PIPA READING.
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DCA TIME2
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# Page 817
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DXCH THISTPIP
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@ -1093,7 +1093,7 @@ AFCSPOT DLOAD # (2), (4), OR (6)
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2D
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STODL /AFC/ # (0)
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ITRPNT2 EXIT
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DXCH MPAC # MPAC = MEASURED ACCELARATION.
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DXCH MPAC # MPAC = MEASURED ACCELERATION.
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TC BANKCALL
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CADR THROTTLE +3
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TC INTPRET
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@ -1257,11 +1257,11 @@ DESCBITS MASK BIT7 # COME HERE FROM MARKRUPT CODING WITH BIT
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#
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# PRECAUTION: ROOTPSRS MAKES NO CHECKS FOR OVERFLOW OR FOR IMPROPER USAGE. IMPROPER USAGE COULD
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# PRECLUDE CONVERGENCE OR REQUIRE EXCESSIVE ITERATIONS. AS A SPECIFIC EXAMPLE, ROOTPSRS FORMS A DERIVATIVE
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# COEFFICIENT TABLE BY MULTIPLYINE EACH A(I) BY I, WHERE I RANGES FROM 1 TO N. IF AN ELEMENT OF THE DERIVATIVE
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# COEFFICIENT TABLE = 1 OR >1 IN MAGNITUDE, ONLY THE EXCESS IS RETAINED. ROOTPSRS MAY CONVERGE ON THE COREECT
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# COEFFICIENT TABLE BY MULTIPLYING EACH A(I) BY I, WHERE I RANGES FROM 1 TO N. IF AN ELEMENT OF THE DERIVATIVE
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# COEFFICIENT TABLE = 1 OR >1 IN MAGNITUDE, ONLY THE EXCESS IS RETAINED. ROOTPSRS MAY CONVERGE ON THE CORRECT
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# ROOT NONETHELESS, BUT IT MAY TAKE AN EXCESSIVE NUMBER OF ITERATIONS. THEREFORE THE USER SHOULD RECOGNIZE:
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# 1. USER'S RESPONSIBILITY TO ASSUR THAT I X A(I) < 1 IN MAGNITUDE FOR ALL I.
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# 2. USER'S RESPONSIBILITY TO ASSURE OVERFLOW WILL NOT OCCUR IN EVALUTATING EITHER THE RESIDUAL OR THE DERIVATIVE
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# 2. USER'S RESPONSIBILITY TO ASSURE OVERFLOW WILL NOT OCCUR IN EVALUATING EITHER THE RESIDUAL OR THE DERIVATIVE
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# POWER SERIES. THIS OVERFLOW WOULD BE PRODUCED BY SUBROUTINE POWRSERS, CALLED BY ROOTPSRS, AND MIGHT NOT
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# PRECLUDE EVENTUAL CONVERGENCE.
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# 3. AT PRESENT, ERASABLE LOCATIONS ARE RESERVED ONLY FOR N UP TO 5. AN N IN EXCESS OF 5 WILL PRODUCE CHAOS.
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