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(3.5) (3.9) (3.2) . .2 .10.1 , , , . , , () Dx , L

, (3.14)

- υ, τ τ τ τ, 51709-2001

τ = τ + τ. (3.15)

τ (0,6; 0,8; 1,0; 1,2 1,4), τ, , , , . . , , , , , [5, .351] .

-

N, max=91,4 nN=4600-1 ,max = 0,2097∙ n = 2500 -1 :

-

N, = 0,105 ,maxn = 0,105*0,2097*2500=55,05 ; (4.1)

-

∙ (4.2)

-

1.11 (4.3)

=1.84 (4.4)

= = 0,903 (4.5)

= 1,21 (4.6)

= 1,11 (4.7)

 

4 , n ( ), N G ( ), g ( ), N, max , max n, N, , n ~ 600800 -1, n, nN n, .

 

 

4.1:

 

n,-1   nxx n<nM nM n >nM n<nN nN n>nN
             
N, 11,65 20.05 55,05 66.86 78.62 91,4 90.82
, 0,185 0,191 0,209 0,199 0,192 0,181 0,173
ge, /             323.3
G, / 3,728 6,416 17.616 21,395 25,158 29,248 29,062
n/nN 0,13 0,22 0,54 0,7 0,85   1,09
1,05 1,04 0,99 0,96 0,96   1,06
               
 

 

4.1 n>n

n<nN,

, (4.8)

+ - = 1 (4.9)

0,903+0.575-0.529=1

(4.5) (4.7), 0,970

600 = 0,189*[0,954+0.575(600/4600)- 0.529(600/4600)2]*0,960 =0,185

1000 = 0,189*[0,954+0.575(1000/4600)- 0.529(1000/4600)2]*0,960=0,191

3200 = 0,189*[0,954+0.575(3200/4600)- 0.529(3200/4600)2]*0,960=0,199

3900 = 0,189*[0,954+0.575(3900/4600)- 0.529(3900/4600)2]*0,960=0,192

5000 = 0,189*[0,954+0.575(5000/4600)- 0.529(5000/4600)2]*0,960=0,173

 

N, 600 = 0,105*0,185*600 = 11,34 ;

N, 1000 = 0,105*0,191*1000 = 20.05 ;

N, 3200 = 0,105*0,199*3200 = 66,82 ;

N, 3900= 0,105*0,192*3900= 78,62 ;

N, 5000 = 0,105*0,173*5000=90,82 ;

0,4 0,5 0,6 0,7 0,8 0,9 1,0 1,1
1,03 0,99 0,97 0,96 0,96 0,97 1,00 1,04

 

4.1, n ge, n =305/

ge, n = n∙ ge,N, (4.12)

 

ge600 = 1.05*305 = 320/ge3200 = 0.96*305 = 293/

ge1000 = 1.04*305 = 317/ge3900 = 0.96*305 = 293/

ge2500 = 0.99*305 =302/ge5000 = 1.04*305 = 323.3/

 

G,n = ge,n∙ N,n∙10-3 (4.13)

G600 = 320*11,65*10-3 = 3,728/G3900 = 293*78.62*10-3 = 25.158/

G1000 = 317*20.05*10-3 =6,416/G4600 = 305*91.4*10-3 = 29,248/

G2500 = 302*55,05*10-3 = 17,616/G5300 = 317*90.84*10-3 = 29.062/

G3200 = 293*66,86*10-3 = 21,395/

u =44 /

 

, 4.1 Ne = f(n), Me = f(n), G = f(n), ge= f(n) ηe= f(n), , , , , , , , .

(3.12), , ηe η , , (ψ) (j) .

, , υ, (3.2),

. (4.15)

(4.4) nN r , .

, , :

1. , ( ):

Δυ = υ2 υ1 = υ3 υ2 == υn υn-1 = const (4.16)

2. , :

(4.17)

3. ,

q1>q2> >qn. (4.18)

4. , :

Δ = n Pn-1 = = 2 3 = 1 2 = const (4.19)

5. , ( ) .

, () , Ne, , ,

(4.20)

 

φ i k .

( , ), kδ < 0,1, 24-88 φi . Δφ i>>kδ , φ i

υ = υ = 0 2ω.

, (4.21)

m m. ,

(4.22)

m/m (3.13) m.

Nδ, ,

, (4.23)

. (4.24)

. (3.12).

(4.20) , Nδ (4.24),

, (4.25)

η η -

; η = 0,98

η = 0,97;

η ; η = 0,995;

 

(4.25)

η = 0,984∙0,972∙0,9954 = 0,850,

 

() η,_ = 0,984∙12∙0,9954 = 0,904

 

 





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