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Ninf = N + Adgmt, (7.5)

N gf = 1,0. , gf = 1,0;

d - ; d = h + 0,15 ;

gm , 20 /3;

Minf = Mn + Qnh, (7.6)

Mn gf = 1,0. e.., M.. = N. e.. e. .

d b:

d £ 2

R=R 0[ I + k 1(b - b 0)/ b 0](d + d 0) / 2 d 0; (7.7)

d > 2

R=R 0[ I + k 1(b - b 0) /b 0] + g k 2(d - d 0), (7.8)

R 0 , 1 2 , - ;

b d , ; b 0= 1; d 0= 2 ; g - 13 , , /3; k 1= 0,125 , , ; k 1= 0,05 , , , ; k 2= 0,25 , , ; k 2= 0,2 , ; k 2= 1,15 , .

(7.9)

pmax £ 1,2 R pmin ≥ 0. , , , . .

γf ≥ 1

F £ Rbtbm ho,pl, (7.10)

F F = A 0 pmax, 0 ,

A 0 = 0,5 b (l - hf - 2 h 0 ,pl ) - 0,25(b - bf - 2 h 0 ,pl )2, (7.11)

b - bf - 2 h 0, pl £ 0 ; bf, hf ; pmax - gf = 1,0, ( ),

, (7.12)

bm :

b - bf > 2 h 0, pl bm = bcf + h 0, pl; b - bf £ 2 h 0, pl, bm = 0,5(b + bcf), (7.13)

h 0, pl

h 0, pl = hpl a, (7.14)

a , 5080 .

 





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