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R 2




321. R 2R σ1 = σ σ2 = -σ, σ = 0,1 /2. : 1) (r) : , ; 2) , r = 3R .

322. σ1 = 2σ σ2 = σ, σ= 20 /. : 1) : , ; 2) .

323. σ1 = σ, σ2 = -2σ, σ = 20 /2. : 1) : , , 2) .

324. R . 2R σ1 = 4σ σ2 = σ, σ = 30 /2. : 1) (r) : , ; 2) , r = 1,5 R .

325. R 2R σ1 = -2σ σ2 = σ, σ = 50 /2. : 1) (r) : , ; 2) , r = 1,5 R .

326. R 2R σ1 = -4σ σ2 = σ, σ = 50 /2. : 1) (r) : , ; 2) , r = 1,5 R .

327. R 2R σ1 = σ σ2 = -σ, σ = 60 /2. : 1) (r) : , ; 2) , r = 3R, .

328. R 2R σ1 = -σ σ2 = 4σ, σ = 30 /2. : 1) (r) : , ; 2) , r = 4R, .

329. R 2R σ1 = -2σ σ2 = σ, σ = 0,1 /2. : 1) : , ; 2) , r = 3R, .

330. , φ1 = 10 , . φ ?

331. = 200 / v0 = 2 /. l, , .

332. (τ = 10 /). W2 , 3 W1 = 200 .

333. m = 40 , q = 1 , v = 10 /. r q0 = 1,33 ?

334. m = 1 q = 10 1, φ1 = 600 , 2, φ2 = 0. 1, 2 v2 = 20 /.

335. , U, 100 .

336. . φ1 = 100 v1 = 6 /. φ 2 , .

337. Cu ++ +, .

338. W = 400 ( ) R = 10 . , , q = -10 .

339. , φ 300 . q = 0,2 , R, , 3R.

340. 1 = 0,6 U1 = 300 C2 = 0,4 , U2 = 160 . , .

341. 1 = 0,2 U1 = 320 . , , U2 = 450 , 400 . 2 .

342. (ε = 7). U = 100 . , ?

343. , U 1 = 500 , , (). ε, U 2 = 70

344. 1 = 5 2 = 8 ... ε = 80 . q 1 q 2 U 1 U 2 .

345. . U = 1 . , 3 .

346. ( 1 = 1 , 2 = 2 , 3 = 3 ) (U = 220 ). .

347. = 100 . , , .

348. : d 1 = 0,2 d 2 = 0,3 . U = 300 . .

349. , 5 8 , 120 50 , . , .

350. S = 300 2 U = 103 . d = 4 . (ε = 7). , ? .

351. W 1 = 210-7 . ε = 2, .

352. W 1 = 410-7 . ε = 4, .

353. .. 2 . , ε = 2. . d = 1 , S = 50 2.

354. .. 2 . , ε = 2. . d = 1 , S = 50 2.

355. 100 . 200 2, 0,5 , (ε = 2). .

356. . 210-5 . , . , , , 710-5 . .

357. 100 2 , 1 100 . 25 . , : 1) ; 2) .

358. 0,1 U = 30 . , τ = 1,510-6 . 0,5 .

359. S = 400 2 , ... 200 . d 1 = 2 d 2 = 4 . .

360. ... 12 , 5 . , ?

361. ... ε = 80 , r1 = 5 . = 100 . I , U, , R.

362. t1 = 14 º R 1 = 10 . R 2 = 12,2 . t 2 ? α = 4,1510-3 -1.

363. U = 100 R 1 = 2 , . U = 80 . , U 2 = 60 . R 2 .

364. ... ε = 24 , r = 2,4 . max, .

365. R 1 = 8 I1 = 0,8 , R2 = 15 I 2 = 0,5 . I ...

366. , ... ε = 1,1 r = 1 , R = 9 . I , U Ur . ... η ?

367. ... ε = 1,2 0,2 R. R, ?

368. R = 720 , 300 . , 300 ?

369. R = 680 . () , 2,5 ? 300 .

370. 20 6 6 . ?

371. 10 3, 5 2,3 . ρ = 26 ×.

372. I 0 = 0 I = 5 10 . , .

373. Q, t = 10 R = 10 , , , I 1 = 10 I 2 = 0.

374. t = 8 R = 8 Q = 500 . q, , .

375. t = 10 Q = 40 . <I> , R = 26 .

376. 10 /2. , ρ = 17 ×.

377. t = 10 I1 = 1 I2 = 2 Q = 5 . R .

378. R = 10 t = 50 I1 = 5 I2 = 10 . Q, .

379. t = 20 , , R = 5 Q = 4 . .

380. . ε 1 = 2 , ε 2 = 4 , R1 =0,5 R2 ( R 2 ) 1 . . .

381. . ε 1 = 30 , ε 2 = 5 , R 2 = 10 , R 3 = 20 . 1 , R3 R1. R 1. .

382. . ε1 = ε2 = 100 , R1 = 20 , R2 = 10 , R3 = 40 , R4 = 30 . . .

383. . ε12, R2 = 2 R1. , , , R2? .

384. . ε1 = ε2 = 110 , R1 = 200 , 1000 . . . R2 = 100 .

385. ., ε1 = 2 , ε2 = 1 , R1 = 103 O, R2 = 500 , R3 = 200 R = 200 ? .

 

386. ... ε1 = ε2 = 2 r1 = 1 r2 = 2 R (. .). ... ε1 I1 = 1 . R I2, ... ε2. I R?

387. , , , 0,5 , ... ε1 = 12 , ε2-= 10 r1 = r2 = 1 . , .

388. . ε1 = 2,1 , ε2 = 1,9 , R1 = 10 , R2 = 10 R3 = 45 . . .

 

389. . ε1 = 2 , ε2= 4 , ε3 = 6 , R1 = 4 , R2 = 6 R3 = 8 . . .

 

4.

 

1. .

,

m - ; m 0 - . m = 1,

.

2. --

- , c I; - -, , ; a - - .

3.

, .

, , ( ). ( .) . .

. 1

4.

R - .

h - , .

, ( 1):

, :

r 0 - , .

B = mm0 nI,

n - N l.

5. , ( ):

,

- , ; a - .

:

.

6.

,

- () ; I - , ; S - .

7. , , :

,

a -

8.

,

- ; a - .

,

.

9. ( S):

)

= BS cos a = B n S,

S - ; a - ;

)

( ).

( ) Y = N.

N .

10. dA=I d =I×D.

11. ( -): .





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