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1
: =2,5 ; α, β1 = 0; .: Z1=31, Z2=63, : 1=0,25 2=0,25; ce=190 ( 1); =130 ( 3); Fr=45 ( 2); ∆R1=∆R2=0 , ha* = 1,0; * = 0,25.
: 1 - ; 2 - ; 0 - .
1.1 :
( 16532-80)
1.1.1 ., =20 ;
1.1.2 Σ=1 +2=0,25+0,25=0,5;
1.1.3 inv = tga - =tg20-20= 0,014904;
1.1.4 invαw12= + inva = 0,0188; αw12=21,55;
1.1.5 αw12= = =118,71;
1.1.6 12= = =117,5;
1.1.7 : d1= = =77,5;
d2= = =157,5;
1.1.8 Y= = =0,484;
1.1.9 ∆Y = X Σ - Y = 0,5- 0,484 =0,016;
1.1.10 : dal=d1+2(ha*+X1-∆Y)m =77,5+2(1+0,25-0,016)2,5=83,67;
da2=d2+2(ha*+X2-∆Y)m=157,5+2(1+0,25-0,016)2,5 =163,67;
1.1.11 : dfl=d1-2(ha*+c*-x1)m=77,5-2(1+0,25-0,25)2,5=72,5;
df2=d2-2(ha*+c*-x2)m=157,5-2(1+0,25-0,25)2,5 =152,5;
1.1.12
Sg1 () = ( + 2 1 tga)m = ( + 2 *0,25*tg20)2,5 =4,38;
1.1.13 ( )
1[1] 8- 80 ( d1=77,5 ) =160;
2[1] 8- 1 3,5 ( m=2,5 ) 125( d1=77,5 ) Fr= 45;
3[1] 8- Fr= 45, T=130;
Sn1=Sg1 () -/1000 + /2000=4,38 -160/1000 + 130/2000=4,285;
1.1.14 h1= = =5,585;
1.1.15 : db1 = d1 cosa1
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= 77,5 cos20=72,826 db2 = d2 cosa2= 157,5 cos20= 148.002;
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