masinski elementi 1 - 4. cetvrto predavanje - kriticni naponi i stepen sigurnosti
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kriticni naponi i stepeni sigurnostiTRANSCRIPT
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1
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**1. . . , . [F], [M] F, .: , () , , , . , , . :
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** , , , .
Chart1
3230.645.9
1738.646.9
2634.645
1131.643.9
14 14% 14%
East
West
North
Sheet1
32% 17% 26% 11% 14%
East3217261114
West30.638.634.631.6
North45.946.94543.9
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** , . , . , . F [F], S = 1 . . . , . : (Rm, Re, D, A, pT, T .), , . . , .
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** , , :- -
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**[] [] , :- -
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** , , . : , , , . :RMRedoz S
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**2. . ( ), . . . .
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** , , . , . . . , . . . , . . . , , . 45 .
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** ( ) ( )
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**
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**3. , , , , , . :
Re ( );R ( ).
R. :
- :1 .
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** RM , RR- R ( ) ( ) ldFF R-
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** (. 16 mm, 16 40 mm , 40 mm .)Handout. 2. . 1.
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**4. . . , , . , .
- . , , . (N1, N2, ) (N1, N2, ...) . (Whler-) .
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**[]tSRA3A2ASR = const.A1
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** a ND. ND = (1...10)106. D:- : , (D) . , : (D(0), D(0), . D(0), D(0)) R = 0 , (D(-1), D(-1), . D(-1), D(-1)) R = -1.
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*** R = -1t+R = 1tR = 0tgdgd=-2
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**[]tSRA3A2ANA11N12N23N3SRDADNDSRSRSRA1A2A3 (Whler-) SR = const.
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**N1N12N23N3SRDADNDSRSRSRA1A2A3 E SR = const. (Whler-)
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*NtD , . () , N (log logN), .t N
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** Ns = 103...104, . Ns ND N. (N) N . (D) . . . , , , , .
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** , . , D . D D D :
:
:k - 1 - 2 - 3 - ( , 3 = 1)
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** . . . . , 2 < 1. . o, , ( ) . a , , , .
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** . , . ( ) . D D, . = D / D. . , , . . () 1.
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**logNlogSRDNDDM ( ) ( )k = 1k > 1E : =0, k=1 : =1, k= : =0,4......0,8
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** , ( )
Handout. 5. . 2. , , . , , , .
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**Handout. 5. . 3.SRDDME logWhler-o ReNDlogN
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** N . N N, (N, N) (D, ND) :
N > D, N > ND, D . , N > . N > N = .
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** (Smith-) . R . .5. (Smith-) DD(-1)R=0R=-1MTlogNlogND(0)NDRMReNSND(0)/2srsr45osrtD
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** D, SR . , . ( R), R. (R = -1) D(-1) (R = 0) D(0). SR = 0, SR = D(0)/2. . : 45, 45. 45 , = D - SR SR.
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** () D(-1), D(0) , o . ( )Handout. 2. . 1.
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**ReRMsrD(-1) (Goodman) (Soderberg) ReD(0)/2= A5.1
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**5.2. 0545 1. 0545
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**2. . 3. ?A=220ttSR=0A= 175SRD(-1)=220D(0)=350 [N/mm2]SR= 175 [N/mm2]
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**4. : (SR,D) = (0,D(-1)) = (0,220) : (SR,D) = (D(0)/2,D(0)) = (175,350)
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**5. : (SR,D) = (0,D(-1)) = (0,220)DSR : (SR,D) = (D(0)/2,D(0)) = (175,350) ! ( ) - !
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**DSR ?
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**5.3. Smith-o ( 0545, KD=2)DSR1. ( )3. D 4.
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**DSR M ( )
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**DSR SR = D(0)/2D(-1)D(0)D(-1)MD(0)M (KD=2) (KD=1,5)D(0)M KD
D(-1)M
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**DSRD(-1)M Smith- Rs
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**Smith- RsDSRD(-1)M DMSR/ A = const.
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**DSRD(-1)M Smith- Rsd = 0
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**DSRD(-1)M Smith- Rs
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**6. :
( ) :
( )
2. ( )
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**t
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