Computation of the Transonic Flow About a Swept Wing in the Presence of An Engin
Computation of the Transonic Flow About a Swept Wing in the Presence of An Engin
David S Ross
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5»(Y1+YM1) DYO- ( SHRY- 1 . ) ♦ . 5/SQRT ( 1 -Y0»»2 ) •♦3 CALL SHRNCMP ( JA, JB, DY, YSHRNK, DYO ) DZ0>SHP. Z-1 . CALL SHRNCMP (KA, KB, DZ, ZSHRNK, DZO ) DD—RX-DX DO 10 I>1, MX DD«DD>DX IF (ABS(OO) . LE. XMAX) THEN D0«OD D1-1. D2«0. ELSE IF (DD. LT. O. ) THEN B—1. - Ill - ELSE B>1 EK0I7 A«1. -( (D0-B*XMAZ)/(1. -ZMAZ}}«*2 C>SQRT(A) O0*B*XMAZ-i- ( DD-B*XMAZ ) /C 01»A«C 02»-(DD-B*XMAZ)*3. /(A*( 1 . -ZMAZ)**2) END IF AO(I}»DO A1(I)». 5*D1/DX A2(I)»D1»D1 A3(I)a. 5*DZ*02 10 CONTINUE DDaRY DO 20 J-2, ...Ky DDaDD-DY A»1. -DD»DD C«SQRT(A} 17 (ABS(DO-YSHIUnC(3)}. GB. YSHRNK(4} ) THEN D1>2. *A*C B0( J)>. 5*DD/C B1( J)». 5»D1/DY B2(J)>D1*D1*V2 B3 ( J ) ■- 1 . 5*DD*DY/A ELSE CALL SHRINK ( YSHRNK, DD, DO, 01, 02) 01«1. /(D1+. 5/{A»C)) D2—D 1 ♦ ( 02+ 1 . 5*DD/ ( A*A*C ) ) B0(J)»D0+. 5»DD/C B1(J)«. 5»D1/DY B2(J)»V2»D1»D1 B3(J)». 5*OY*02 END IF 20 CONTINUE 00«-DZ-OZ-ZO DO 30 K>2, K2 DD>DD-fOZ IF (ABS(OD) . LE. ZMAZ) THEN IF (ABS(DD-ZSHRNK(3) } . GE. ZSHRNK(4} ) THEN DO'DO 01-1.
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