From: James A. <amu...@us...> - 2003-01-26 21:45:41
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Update of /cvsroot/maxima/maxima/share/algebra/solver In directory sc8-pr-cvs1:/tmp/cvs-serv28258/share/algebra/solver Added Files: solver1-en.html solver1.pdf Log Message: Documentation for solver package in German and (machine-translated) English. --- NEW FILE: solver1-en.html --- <!doctype html public "-//w3c//dtd html 4.0 transitional//en"> <html> <head> <meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1"> <meta name="Author" content="dan stanger"> <meta name="GENERATOR" content="Mozilla/4.51 [en] (WinNT; I) [Netscape]"> <title>Solver1 (translated)</title> </head> <body> <em> Note: This file is a machine translation of solver1.pdf.</em> <br> <br> Acknowlegments: <br>Many persons and institutions contributed considerably to the success of this work. <p>I would like to express my thanks to: <br> - Richard Petti and Jeffrey P. Golden of Macsyma, Inc. (USA) for their interest in this work, <br> for supplying Macsyma licenses and the modifcation of [...1890 lines suppressed...] A.2. SIZING of the TRANSISTOR AMPLIFIER 61 Solution is correct. Solution 1 for I_r3 Checking for inconsistencies...... none found. Consistent solutions for I_r3: [ I_r3 = 6474352796997 A g 1 + 13629485357811400 - ] 1614551819700000 A g 1 Checking for remaining equations. 2 equation(s) and 2 variable (s) left. The variable to solved for AR [ g 1, R3 ] Applying valuation strategy. Trying to solve equation 1 for R3 Valuation: 20 The equation is - g 1 (- 16062755182397110876073408478539448677201569671148 # 116383372395290156600000000 A VCC + 64411648281412414613054367998943189195 # 578294381303946697323305113527966000 A R3 + 135601779249796410015811714375 # 830025732935651163832398508429761039502017200000 A + 135596196971410595846 # 324806740533400875556129557784494104259093864172929200000) - 1355961969714 # 10595846324806740533400875556129557784494104259093864172929200000 R3 - 179 # 2201925592952751292050414582157181324535016813917972727234536207382600 A 2 g 1 = 0 Checking if equation which solved correctly. The solutions AR [ R3 = (140395565418006489000000 A g 1 VCC 2 - 15664635352383720279 A g 1 + (- 1185219363258810780138000 A - 1185170571683430488618000) R1)/(562986217326206020890 A g 1 + 1185170571683430488618000) ] Solution is correct. Solution 1 for R3 Checking for inconsistencies...... none found. Consistent solutions for R3: [ R3 = (140395565418006489000000 A G 1 VCC 2 - 15664635352383720279 A G 1 + (- 1185219363258810780138000 A 62 APPENDIX A. EXAMPLE CALCULATIONS - 1185170571683430488618000) R1)/(562986217326206020890 A g 1 + 1185170571683430488618000) ] Checking for remaining equations. 1 equation(s) and 1 variable (s) left. The variable to solved for AR [ g 1 ] Trying to solve equation 1 for g 1 Valuation: (irrelevant) The equation is g 1 (19841637776253069394020865409024 ZOUT - 243498222421608533966015625 A ZIN) 2 - 57259002716458635629644396416 A g 1 = 0 Checking if equation which solved correctly. The solutions AR [ g 1 = 19841637776253069394020865409024 ZOUT - 243498222421608533966015625 A ZIN, 57259002716458635629644396416 A g 1 = 0 ] Solution is correct. The solution is NOT unique. Tracing paths separately. Solution 1 for g 1 Checking for inconsistencies...... none found. Solution 2 for g 1 Checking for inconsistencies...... none found. Consistent solutions for g 1: [ g 1 = 19841637776253069394020865409024 ZOUT - 243498222421608533966015625 A ZIN, 57259002716458635629644396416 A g 1 = 0 ] Checking for remaining equations. All variable solved for. NO equations left. Checking for remaining equations. All variable solved for. NO equations left. Post office processing results. (D11) [ [ G 1 = - (243498222421608533966015625 A ZIN - 19841637776253069394020865409024 ZOUT) A.2. SIZING OF THE TRANSISTOR AMPLIFIER 63 / (57259002716458635629644396416 A), R2 = 1493854125285941926171875 A ZIN - 121727839118116990147367272448 ZOUT -, 351267764122759016747201152 R3 = (334763184724568105702258732451550460395708593115792893559436793085952 2 ZOUT + VCC 2 (106256457337115768692100530787195899963103895496024350000000000000 A ZIN - 8658388208766832396126274743883820688291739892383476917089599488000000 A ZOUT) + A (73094113258409599088098011387867214250558868171501312134070398877696000 ZOUT + ZIN (- 8216483067762383568115091483320660991714242249851965644800000000 ZOUT - 896980085605567678321894471091892803815897329518698154700000000000)) + 73091104214643137701992515955008538217110816411520639295650692857856000 2 ZOUT + A (50416680420198682402077210492446131565566605185394287109375 2 ZIN - 897017012839931319298712680905507787488523085777437562700000000000 ZIN))/(a (- 34720136717154997908466361722974120960049876968457742437529293946880 ZOUT - 210926324831111746833250971831897544037167089192987941918299029504000) 2 + 426088393921834232455323128456655558852046620939057643500000000 A 992063500000 ZIN - 2441334613776708500 ZIN), R4 = -, 6940291602213499 <!doctype html public "-//w3c//dtd html 4.0 transitional//en"> <br> <br> 64 APPENDIX A. EXAMPLE CALCULATIONS R5 = (38195771383195691504052086845016246794667687936 ZOUT + A (99303995957664108704965549227744192421875 ZIN + 599657596227485533261336202180916694139772288000) + 8339540409811836894068029655629814665587863808000) / (3973373711375163964000922192169533030064195840 A), R6 = (- 38195771383195691504052086845016246794667687936 ZOUT + A (468741670456330507974731687410699967578125 ZIN - 2687098289520198765190831087202789799110676480000) + 987903782911837781320158487942202132025984000000 A VCC - 8339540409811836894068029655629814665587863808000) / (122104907468322449250303944919525361454884224 A), R7 = ZIN ], 992063500000 ZIN - 2441334613776708500 [ g 1 = 0, R2 = 0, R3 = 0, R4 = -, 6940291602213499 992063500000 ZIN + 1047272162941669300 R5 =, 6939299538713499 1984127000000 VCC - 5396825440000 R6 =, R7 = ZIN ] ] 245238097 <br>more than one solution of the system are calculated also here, but place only first a physically meaningful result </body> </html> --- NEW FILE: solver1.pdf --- %PDF-1.2 %âãÏÓ 1151 0 obj << /Linearized 1 /O 1153 /H [ 2955 22293 ] /L 1053421 /E 80633 /N 123 /T 1030281 >> endobj xref 1151 127 0000000016 00000 n 0000002896 00000 n 0000025248 00000 n 0000025478 00000 n 0000025638 00000 n 0000025662 00000 n 0000028667 00000 n 0000028691 00000 n 0000031638 00000 n 0000031662 00000 n 0000034178 00000 n 0000034202 00000 n 0000036861 00000 n 0000036885 00000 n 0000039447 00000 n 0000039471 00000 n 0000042086 00000 n 0000042545 00000 n [...6394 lines suppressed...] 0001027114 00000 n 0001027285 00000 n 0001027473 00000 n 0001027623 00000 n 0001027795 00000 n 0001027946 00000 n 0001028097 00000 n 0001028254 00000 n 0001028415 00000 n 0001028576 00000 n 0001028737 00000 n 0001028898 00000 n 0001029059 00000 n 0001029220 00000 n 0001029301 00000 n 0001029462 00000 n 0001029569 00000 n 0001029730 00000 n 0001029833 00000 n trailer << /Size 1151 /ID[<9cbe62378abd8f71c888df54faae9d84><9cbe62378abd8f71c888df54faae9d84>] >> startxref 173 %%EOF |