davriy funksiyalarni grafoanalitik usulda triganometrik qatorlarga yoyish

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1684913638.pptx 1122 1 ()()()() nnnn n axaxaxax ¥ = j+j++j+=j å kk 12 ()()...()... n xxx jjj 0, (,) , b ijij a ij dx constij ¹ ì jj=jj= í = î ò k k , sin , cos , , 2 sin , 2 cos , sin , cos , 2 1 l x n l x n l x l x l x l x p p p p p p å ¥ = ÷ ø ö ç è æ + + = 1 0 sin cos 2 n n n l x n b l x n a a p p = + + + + + + + + k k l x n b l x n a l x b l x a l x b l x a a n n p p p p p p sin cos 2 sin 2 cos …

lari. minsk, 1988 yil; andreev vm, grilikhes va, rumyantsev vd konsentrlangan quyosh nurlanishining fotoelektrik konversiyasi. l., 1989; sichkarev v. i., akulichev v. a. okeandagi to'lqinli energiya stantsiyalari. m., 1989; labuntsov d.a. energiyaning fizik asoslari. m., 2000 yil. 21 e'tiboringiz uchun rahmat image1.png image2.wmf image3.wmf image4.wmf oleobject1.bin oleobject2.bin oleobject3.bin image5.png image6.wmf image7.wmf image8.wmf image9.wmf oleobject4.bin oleobject5.bin oleobject6.bin oleobject7.bin image10.png oleobject8.bin image11.wmf image12.wmf oleobject9.bin oleobject10.bin image13.wmf oleobject11.bin image14.wmf image15.wmf image16.wmf image17.wmf image18.wmf image19.wmf oleobject16.bin oleobject17.bin oleobject18.bin oleobject12.bin oleobject13.bin oleobject14.bin oleobject15.bin image20.png image21.png image22.wmf image23.wmf image24.wmf image25.wmf image26.wmf image27.wmf image28.wmf image29.wmf oleobject23.bin oleobject24.bin oleobject25.bin oleobject26.bin oleobject19.bin oleobject20.bin oleobject21.bin oleobject22.bin image30.png image31.wmf oleobject27.bin image32.wmf image33.wmf image34.wmf oleobject28.bin oleobject29.bin oleobject30.bin image35.png image36.wmf image37.wmf image38.wmf oleobject31.bin oleobject32.bin oleobject33.bin image39.jpeg

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1684913638.pptx 1122 1 ()()()() nnnn n axaxaxax ¥ = j+j++j+=j å kk 12 ()()...()... n xxx jjj 0, (,) , b ijij a ij dx constij ¹ ì jj=jj= í = î ò k k , sin , cos , , 2 sin , 2 cos , sin , cos , 2 1 l x n l x n l x l x l x l x p p p p p p å ¥ = ÷ ø ö ç è æ + + = 1 0 sin cos 2 n n n l x n b l x n a a p p = + + + + + + + + k k l x n b l …

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