E. rasulov, U. Begimqulov
r, Z'-i 4' = ^ 2 , 1,0 1 2^¡2ñ
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2r, Z'-i 4' = ^ 2 , 1,0 1 2^¡2ñ bu yerda V ' l n = 2, i = l, w, = 0 . — e -COS0, 2 r. — -Bor radusi. m e ( 1 ) ( 2 ) (3) (4) 16.17. n = 4 uchun £ va laming mumkin bo'lgan qiymatlarini ko'rsating: KV A N T F IZ IK A S I 16.18. 0 , = l./Wj - ( S c o s ^ ö - l ) bunda i = 2 , m = 0 va =.^|^(sin (9cos(9) bunda ¿ = 2 w, = ± 1 funksiyalar qutbiy tenglamaning yechimi ekanligini ko'rsating. r- 1 - 1 0 T 16.19. Xususiy energiya qiymati j2,TZ £q ^ bo'lsa radial tenglama yechimi: 1 ) K l = 1 2 V 2 — / 2 \ 2 - ^ V '•.y 3 e n = 2, / = 0 ; 2 ) K l = 1 / \ 1 2 2 V 6 J O e « = 2 , ^ = 1 ; 3) R„j =■ ' 0 2 Ar 4 r M 6 ------ 2 ‘ l n e ^ \ n = 3, £ = 0 ekanligini isbotlang. Bunda ^ ------ Bor radiusi. m e 0 =;r 16.20. 16.18-m asala yech im i f 0 * 0 sin 6 fc?ö = l norm allash shar- tini qanoatlantirishni ko'rsatin g. 16.21. O ' - 0 ■ 9 norm allash shartidan foydalanib, m \ WJ. • 0 = Ae'"'"0 funksiyaning norm allash k oeffitsiyentin i toping. nig KV A N T F IZ IK A S I M UN DARIJA K IR IS H ..........................................................................................................................3 I bob. KVANT M EXAN IKA YARATILGUNCHA BO ‘LGAN DAVRDAGI KLASSIK FIZIKANING A SO SIY NATIJALARI VA KAMCHILIKLARI................................................................................................5 II bob. KVANT FIZIKANING VU JU D G A KELISHI (ISSIQ LIK NURLANISHI) ...................................................................................24 III bob. YO RU G ‘LIKNING KVANT NAZARMSI. EYN SH TEYN NIN G SAQLANISH QONUNLARI........................................ 52 IV bob. YO RU G 'LIK KVANTI - FOTONNING YU TILISH L FO TO EFFEKT....................................................................................71 V b o b . YO RU G ‘LIK KVANTI - FOTONNING MODDALARDA SOCH ILISH I. KOMPTON EFFEKTI. RAMAN EFFEK TI......................... 86 VI bob. SPEKTRIAL SERIYALAR VA ENERGETIK SATHLAR.............111 VII bob. ATOMNING BARQARORLIGI. BOR MODELI VA UNING Q O ‘LLANILISHI............................................................................ 136 VIII bob. VODORODSIM ON ATOMLAR UCHUN BOR MODELI. BOR NAZARIYASINING EKSPERIMENTAL TASDIGT........................ 154 IX.bob. ZARRALARNING TO ‘LQIN XOSSALARI. DE-BROYL TO ‘LQIN LARI......................................................................................................... 171 X bob. TO ‘LQIN PAKET. GEYZENBERGNING NOANIQLIK M UNOSABATI........................................................................................................ 188 XI bob. TO ‘LQIN FUNKSIYANING STATISTIK TALQINI VA E H T IM O L Y A T ................................................................................................ 218 XII bob. KVANT FIZIKANING MATEMATIK APPARATI.....................242 XIII bob. VAQT BO ‘YICHA HOLATNING 0 ‘Z G A R IS H I.....................273 X rV bob. DIN AM IK 0 ‘ZGARUVCHILARNING VAQT BO ‘YICHA 0 ‘ZGARISH I............................................................................................................. 299 KV A N T F IZ IK A S I X V bob. B IR O ‘LCHOVLI FAZODA-SHRYODINGER TENGLAMASINI Y EC H ISH I............................................................................. 314 XVJ bob. VODOROD ATOM ININ G KVANT M EXAN IKA NAZARIYASI............................................................................................................ 343 362 i Erkin RASULOV, Uzoqboy BEGIMQULOV KVANT FIZIKASI Toshkent - «Fan va texnologiya» - 2006 Muharrir; S.Badalboyeva Texnik muharrir; A. Mo‘yidinov Musahhih; M. Hayitova Kompyuterda sahifalovchi; A. Shoxamedov Bosishga ruxsat etildi; 12.12. 2006. Bichimi 60x847,6. «Times Uz» garniturasi. Ofset usulida bosildi. Shartli bosma tabog‘i 22,5. Nashr bosma tabog‘l 22,0. Adadi 1000. Buyurtma №118. Download 11.27 Mb. Do'stlaringiz bilan baham: |
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