Лекции по ТММ
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§6.3 ( "
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ro.
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11*. ) 12 ". )
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§6.4 ( .
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: [8] = 25º÷35º. |
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: [8] = 35º÷40º. |
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τ . |
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6.4.1 ' %
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3 : |
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tgq = KP |
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(1) |
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KB |
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= 1 ± 1 = 1 ± |
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= so + sB |
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tgq = O1P − e |
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so - sB |
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vB2 |
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vB1 |
O P = |
vB2 × O1B |
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O1P |
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O1B |
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vB1= "1·O1B |
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O P = |
vB2 × O1B |
= v |
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qB2 |
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1 |
vB1 |
× O1B |
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( $ (2):
tgq = vqB2 ± e so + sB
! “ – ” ± ;
“ + ” ± .
1
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6.4.2.
# - "
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1 , ± || nn,
D:
BD = O1P = vB2 / vB1 =vqB2
3 , "
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14.
§6.5 ( )
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% 3 $ :
1.(
± aB = f(#1), ± vB= f(#1)). "
sB= f(#1).
2. .
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3. ( .
6.5.1 .
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a1 |
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aB = f(#1), |
= ν |
aB = f(#1) |
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a 2 |
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vB= f(#1) |
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h |
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sB= f(#1) |
b ± ( #1).
( :
1.( .
2.#1:
mϕ = jb , /$
3.# , :
# = #0 b = b0
& " . 4. ! 1= 40 ÷ 50 .
2= 1/9
& : ? # " #1.
a1 × x = a2 × (bϕ - x) a1 × x = a2 × bϕ - a2 × x
x = a2 × bϕ a1 + a2
( "?
7 "
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# ± (" . ). #
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1. 3 ( 2,
1= 2), " . . ( .
2 :
( S )max " ,
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:= |
yS max |
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! , "
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mt = |
6 × b × n |
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j0 |
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b ± [ ]; " n ± [0/ ]; #0 ± [$ ].
:
mv = μS × OK2 mt
:
m = μv × OK1
mt
-1
-2
6.5.2&
.
6.5.2) :
%: sB=f(#1); vB= f(#1); [8]
.: ro min
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2 ! # :
1.sB,
( )
" . ,
sB=f(#1). :s* "
" :s.
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:s*,
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90º |
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μs* |
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y * (v |
qi |
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i |
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m |
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v |
× w |
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[8] . |
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3. # |
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[8] |
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, 90º
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[8]. # , 1*.
# , . 1: ro = O1Bo
# ,
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1, :s*. & 1**.
6.5.2 ) :
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1.) $
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[8] .
2.#
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[8]
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90º
" . 6
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ro = O1Bo
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[8]. 6 . 1*: ro = O1*Bo
15.
6.5.3 % .
) " ( . 6.5.3. ):
%:
ro min, ;+ 1 , #0 = .0, "%="1, sB = f(#1)
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& " " ,
: "1 + (±"1) = 0.
( :
) , r =ro , :l,
1
( , " 1,
ro min). 1. .
1 (±"1)
#0=.0 1 10. ( 10 10
. & 1,2…
" , $ ,
" (±"1),
, 1
:l. & 1,2,3…
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1*,2*,3*… |
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rp= |
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ro min |
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16 |
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. 6.5.3. |
. 6.5.3.. |
) " ( . 6.5.3. ): |
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ro min, l , #0 = .0, "%="1, sB = |
f(#1), aw ( |
ro min) |
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r = aw . 0.
0 1. . (±"1)
#0 = .0, 10. % 0 10
10 ( 1, 2, 3…±
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