Mô tả:
Z, = R V3. 3 Ta c6: Uc = V3 Ud ^ IZ^ = yfz.l^R'+3Zl = V 3 . W R ' + 3 R ' = 1.2^.R =^ Zc = 2 V 3 . R Do lech pha giffa u va i : tan(p= Z L - Z C = N/3R-2V'3R r- 71 = _V3=>cp = - y . Do lech pha cua hieu dien the giCifa hai dau cuon day so vdfi hieu dien the giCifa hai dau doan mach tren la: 71 271 3 Vdy chon dap an A. Cdu 34: Trong mach dao dong LC c6 dao dong dien tCr tiT do (dao dong rieng) vdfi tan so goc lO"* rad/s. Dien tich dai tren tu dien la lO'^C. CLTC Khi cUofng do dong dien trong mach bkng 6.10"^ A t h i dien tich tren tu dien la: A. 4.10"^°C. B. 6.10"^°C. C. 2.10-^°C. 16 . - D. 8.10-^°C. QiaichitigtdethiTSDH, CBMSn vatli Theo d i n h luat bao toan nSng lucfng, t a c6: 2 - +2C— cu^ =- q = ^ C ' U ^ - C L i ' =8.10-'° (C). Vdy chgn dap an D. Cdu 35: H a t n h a n ^^gRa bien ddi t h a n h h a t n h a n ^g^R" do p h o n g xa: A. p \. a va p " . C. a . Ta CO phircJng t r i n h : -fgRa ^ . D. p". 'g^Rn+ 2He. ^He la h a t a. Vdy chgn dap an C. Cdu 36: M o t c h a t d i e m dao d o n g d i e u h o a X = 3sin 6J theo phiTcfng t r i n h (x t i n h bang cm va t t i n h b ^ n g giay). T r o n g m o t giay dau t i e n tCr thcfi d i e m t = 0, chat d i e m d i qua v i t r i c6 l i do x = + 1cm: A. 4 I a n . B. 7 I a n . C. 5 I a n . D. 6 Ian. , GiSi Chu k i dao dong: T = — = 0,4s. N g h i a la t r o n g I s , v a t thufc h i e n CO 2,5 chu I d . T r o n g m o t chu k i , v a t d i qua v i t r i c6 U do x = + l c m h a i l l n nen t r o n g I s , v a t d i qua v i t r i c6 l i do x = + l c m n a m I a n . Vdy chgn dap an C. Cdu 37: M o t song ccf Ian t r u y e n t r e n m o t dLforng t h i n g tii d i e m O den diem M each O m o t doan d. B i e t t a n so f, budc song X vk b i e n do a cua song k h o n g doi t r o n g qua t r i n h song t r u y e n . N e u phi/cfng t r i n h dao dong cua p h i n tuT v a t chat t a i d i e m M c6 dang UM(t) = asin27tft t h i phifofng t r i n h dao dpng cua p h a n tuT v a t chat t a i O 1^: A. U o ( t ) = asinjr B. U o ( t ) = asin;c C. U o ( t ) = asin23i D. U o ( t ) = asin2;i ft4 Neu phifcfng t r i n h dao dong cua p h a n tijf v a t chat t a i d i e m M c6 # d dang U M ( t ) = a sin Inft t h i t h d i gian t r u y e n song tCf O d§n M 1^ At = —. Gt&i Chi ti^t d l thi TS OH. CD M6n V$t II I 17 Khi do dao dong tai O sdm pha hon tai M la 27rd . Phi/ong t r i n h dao dong cua phan tuf vat chat tai O la: Uo(t) = asin27r Vdy chqn dap an C. Cdu 38: K h i c6 hien ttfcrng quang dien xay ra trong te bao quang dien, ph6t bieu nao sau day la sai? A. Giuf nguyen cLforng do chum sAng kich thich va k i m loai dung lam catot, giam tan so cua anh sang kich thich t h i dong nang ban dau C L T C dai cua electron (electron) quang dien giam. B. GiCr nguyen chum sang kich thich, thay ddi k i m loai lam catot thi dong nang ban dau ciTc dai cua electron (electron) quang dien thay doi. C. Giuf nguyen t a n so cua anh sang kich thich va kim loai lam catot, tang cifcfng do chum sang kich thich t h i dong nang ban dau c\Xc dai cua electron (electron) quang dien tSng. D. Giu" nguyen ctfcfng do chum sang kich thich va kim loai dung lam catot, giam hiidc song cua anh sang kich thich t h i dong nSng ban dau CLfc dai cua electron (electron) quang dien tang. Giai Theo dinh luat quang dien, khi c6 hien tiigrng quang dien xay ra trong te bao quang di?n, dong nang ban dau ciic dai ciia cac quang electron hoan toan khong phu thuoc vao ciicfng do anh sang kich thich ma chi phu thuoc vao budfc song va tan so. Vdy chgn dap an C. Cdu 39: Tai hai diem A va B trong mot moi tri/dng truyen song c6 hai nguon song ket hop, dao dong cung phtrong vdri phifcfng trinh Ian lifc*t la UA = asincot va U B = asin((ot + 7 i ) . Biet van toe va bien do song do m5i nguon tao ra khong doi trong qua trinh song truyen. Trong khoang giuTa A va B CO giao thoa song do hai nguon tren gay ra. Phan tuf vat chat tai trung diem cua doan AB dao dong vdfi bien do bkng: A. - . B. 2a. C. 0. D. a. 2 18 GiSi Chi tigt thi TS D H , C D M6n VSt!( Giai T a i t r u n g diem dao dong eua h a i nguon t r u y e n tori ngi/gfc pha nhau nen bietn dp dao dong t o n g hgfp bSng 0. Vay chgn dap an C. . Cdu 40: P h a t bieu nao sau day la dung k h i n o i ve dong d i e n xoay chieu ba pha? A. K h i cifcfng do dong dien t r o n g m o t pha b k n g k h o n g t h i cifdng do dong dien t r o n g h a i pha con l a i khac k h o n g . B. Chi C O dong dien xoay chieu ba pha m d i tao diic/c tCf tn/c/ng quay. C. K h i ciidng do dong dien t r o n g m o t pha ctfc d a i t h i ci/cfng do dong dien t r o n g h a i pha con l a i ctfc tieu. D. Dong dien xoay chieu ba pha la h e t h o n g gom ba dong dien xoay chieu m o t pha, lech pha nhau goc 2n —. Giai Dong dien xoay chieu ba pha la he t h o n g gom ba dong d i e n xoay chieu m o t pha, lech pha nhau goc Vay chon dap an D. Cdu 41: Neu chum t i a sang 16 k h o i t h a u k i n h p h a n k y ma h o i t u t a i mot diem t h i chum t i a td\u k i n h do c6 diTdng keo d a i : A. giao nhau cf sau t h a u k i n h va giao d i e m each t h a u k i n h m o t khoang nho h o n do Idrn t i e u C L T cua t h a u k i n h . B. giao nhau d sau t h a u k i n h va giao d i e m each t h a u k i n h m o t khoang Idfn hon do Idfn t i e u C L T cua t h a u k i n h . C. giao nhau of sau t h a u k i n h va giao diem t r u n g vdri t i e u d i e m v a t cua t h a u k i n h . D. song song vdfi true c h i n h cua t h a u k i n h . Giai Neu chum t i a sang 16 k h o i t h a u k i n h p h a n k y m a h o i t u t a i m o t diem t h i chum t i a t 6 i t h a u k i n h d6 c6 dudng keo d a i giao nhau 6 sau thau k i n h va giao diem each t h a u k i n h m o t khoang nho hOn do 16n tieu C U T ciia t h a u k i n h . Vay chgn dap an A. Giai Chi tietde thi TS D H , C D Mon Vat li , ' 19