243-fizika-mehanika-molekulyarnaya-fizika-i-ter..


Чтобы посмотреть этот PDF файл с форматированием и разметкой, скачайте его и откройте на своем компьютере.

  
10(101)
F
i

100%
=+
=
100%
= 
=
1
2

10

5
 

  


1.
2,
=

FFF
=
10
Stop
Options
(Average values),
20,
Start measurements.
= 19,5 0,05


 .

(9.2)
()2,
Fddd
=+
(9.3)
ddd
(9.1)
(9.2)
(9.3)
FFmg



(
TmgF
FFmg
(9.1)





m



m


NaCl
. 9.2).
0/2

= 0

=


0).


 


+


C
(
C
C



+


C

(
C
C

Start
Stop
10
(10
10


5

(8.23),
= 10
10
 
Start
Stop
10
1
1
0
0,5


!

 








!
C
C
(8.23)
1
= 0,147
=

pVUItpV
TpVVp

+
(8.21)
= 0,855

(8.21)
=
(8.5)
UItap
apVpapV
++
(8.23)

UItV
=
(8.14)
(8.14)
(8.5)
UIt
(8.15)
RTp
==
(8.16)
UItp
(8.17)
(8.17)
(8.5) (
=
UIt
(8.18)
pVT
TVppVVp
RRpV
=+=+
(8.19)
QpV

(8.20)
(

(8.10)
20
). (8.11)

I

= const
VTT
==
(8.13)



1 2,

=
(8.2)
(8.1)
(8.2)
(8.3)
1dd
(8.4)
(8.3)
U =


i
(8.1) d
=
2
1.
(8.1)



()d
Fueuu


=

()d
Fueuu


=

1
(),


= 1, 2, 3, ;

5
24
m
m
m
1
2
3

24


 


(
) (
1
4
4
1
1
2
3
4
1
2
3

4
5
7
8
9

3
6

3
n
V
/
V
222
/2/2/2
mmm
===
(7.17)
(7.17)
pnnkT
==
(7.18)
(7.18)

NRT
pkTkT
VVV
===
pVRT




= 8,31
(7.9)
2
=

(7.9)
2
2
2
()d4d
==
(7.12)
=

224
()d4d
==
245
exp()d/
xxx

==

m
A
()d
=
()4
=
(7.9)



6 0
(7.8),

fAe
=

=
(7.3)
(7.5),
(7.2),
(7.6)
0
()dd4d
fAe
== 
(7.4),
2
0
4d1
=
f
(



dsindddd
= 
=
dsindd
= 
+

d




f
(
+ d
d()()()()d
xyzxyz
Wfffdddf
==
()d1
==


+
(

d
N
f
(
(! 

10.
79
1
2


g

g


==+
=
ggg
=

 




6.

45
1

3

4

6
7
9
.
1

= f(x)

=
 #

(6.11)
(6.12)
3 #
4()

l
d
ldd
4()

2d2d
TTTT

+
0
T
ddT

()(1/)
TTT
ddTdddT
==
(6.15)
1,5

*
1818
 
TTT
mgdmgd
====
IImd
d


2
==
(6.9)
(6.1)
(6.10)
(! 0
. 6.2)
# 
. 6.1).
Mdmg

Mmgd

(6.4)
Imgd
ddt
=

(6.2)
. (6.6)
()cos()
+




g

10
6
1,
2.
= 44
= 135
8
0,02
= 135
 3
= 68
= 135
i
=


g

g
g
=




g

ggg
=
g

l

g


glT
glT

==+

min
0,00520,01
0,8
==+


g

ggg
=
l
(5.8)),
=
l

+
=
l
g
i
=

 

 



 

m




g
1 1,00
2 0,98

1 0,82
0,80

 

 



 
m




g
1 1,00
2 0,98

1 0,82
0,80
 #
2
7
1,0
0,8
1 1,00
2 0,98

1 0,82
0,80



 

m



1 1,00
2 0,98

1 0,82
0,80

 



1
= 1
sin3
=
0,052 = 0,052
5
5
100
sin
(5.4)
cos()
+
(5.7)
(5.6)
(5.7)
2
==
N


=
img
MMM

Mrmg
= 0,


d
IMrmg

. (5.2)
(5.2)
=
sin
mlmgl

sin0
l
1
 
 


T




 
0210
ttt
==


=


2
==


cos()
=+
sin()
=+
cos

1
+1,

=


= 0)
1
= 60
2
= 30
' 
= 0)
1
= 60
2
= 60
' 
= 0)
1
= 90
2
= 30
= 0)
1
= 90
2

 







= 0)
= )

=


r
r
h


mhrr
=

021
Ihrr
=
()()
2222
02121
Ihrrrr
=+
012
Imrr
m

I

IIma


= 0,1
= 1
= 2,5

T

=+

=

III
=++


1,

m

r

2
Imr
m

r

Imr

 



M





NNN
=

1
2

12





TTT
=
1
2




4
5





= 425
= 19,9
2
= 160
= 15,05
=
MFh
#
NFh
NFh

==++=
0,02
= 60; 120; 180
3
= 120
180
4
5
8
6
9
1

2

3
4

5
6
7

8
9
(4.1)
2
d



t


()sin()


2
==
2
T


=
=



E



, (4.4)

=
. (4.5)

I


= 

IrV

  23
0,85

0,70
1
//
11.
0,90
0,40
1
(3.21)

s



222
rst
Irst

=+++
= +

100%

) = ;

(%).
) = ;
= (%).
1
(3.20)

s



mst
mst

=++
= +

100%

) = ;

= (%).
(%)
(3.17)
1
= 0,436
(3.19)
(3.16),
0
2()
Emgst
mIr
==
E
t
s

E

=+

100%
E

= 0,436
(3.16)
(2)
mgtsmr
s

=
I
s


I

0000
IIII
Imtsr
mtSr

=+++

(2)
;
;
2
2(2)
gtsr
mgtr
mgtr
mgtsm
= +

I



s







t

  

s








5
s

t


s

s
t
s

s

1
3  
2


 






tatt
==
atmg
stt
m
r



222
0000
111
222
mImgsm
=++=++
2
==
000
222
22
IIs
rrt
===
 


Tmgma

[2]
rTI
=

mgTma

TrI
(3.5)



IrV
, (3.7)

IImd
, (3.8)
2
m


2

I
MrF




(3.3)

===





(3.5)



(3.6)

Fma
. (3.1)

(


(

.


.

.

.

.

.




%)
=
1012
ppp
2.10
 
= 0
=
+

 

 



/



/



(

/


/



/




/





/








 

 

  






10

100%.
=

@
p
m
/
0,002
0,400
0,005.
=
%)
2.10
=



p
m
=

2.7),

= (

10
= (
= (
=
+



/


" 

 

$
,
10
1

1

2

1
2

=
+
=
2.4)


1010
()(),
=
(())
(1)
=
+ (


2.6
 







/


" 

 
,
10
1

1

2

1
2

=

=
+
=

=
=




/


" 


-
p
p



2.4


 



 

#  

$
,

/






/


" 

 

$
,





=

=
=
=

. 2.5.



/


" 

 

$
,
p
p



=

10
= (
= (
=
+
 1

7

 1

3



 10

4


 1






 1

4





2.3


 



 

#  

$
,

/





/


" 

 

$
,























 1








 1

4





!9 
10
13
1
1 2 3 4 5 6 7 8

 
,

0,000

0,300

0,400

0,500

0,600

0,700

0,800
0,900
Cobra 3 Timer / Counter
0,1

3
0,1
Cobra 3 Basic Unit
Cobra 3 Timer / Counter.
3 %



110220
=+=+

2

=+=
(2.14)
1020
().
2()

==
(2.15)
2
1
m
=

2
1
2
m
m
m
=


1
2
(2.16)

(2.17)
0,4
(


1
2
2
m
m
m



2
1
2
m
(2.9)


1020
1212
(),
mmmm
+=+
(2.10)
1020
+
(2.11)
(2.12)
110
1
m
=
+
210
2
(2.13)
. 2.1.




 

  




101220
()();
=

(2.3)
101101220220
()()()().
+=+

(2.4)
101220
+=+

(2.5)
(2.5)
(2.3),
(2.3),
2010
212
2()
mmm
+
1020
121
2()
mmm
+
(2.6)
(2.6)
110
=
210
=
(2.7)
= 0
2
110
2
m
m
m

210
2
(2.8)
 3  #
 # 2








,





102012
1212
mmmm
+=+

102012
pppp
+=+

110220
1122
2222
+=+
1020
1212
2222
mmmm
+=+

+=+
(2.2)
3.
10
22
14
2,610
=
12345
++++
==

= +=
= +=
m


3
d
===
h
===
2
===
'''
dhm
dhm
100%
= =












h


1.2
 

$

d
,

%
d

h


%
h


1
2
3
4
5
,
,
,

m


1
5
1
5
i






ddd
=
hhh
=
12345
++++
==
0,50
+ 0,50
+

-100
1
16,8
2
11,0
*#


0,5
50
 
0,5





 0.





 0






1#

$
10

D



#
2


$



D



2

%



&





#3

. 1.3.
$




. 1.4.
16-
17-
LlL
=+
(7-
77770,7
Llllll
====
1
19
20
0,95
0,5
50
49

0,49
. 2





2

 0



. 1.1.


  

l

.

nlnlll
==
(1.25)
lll
==
(1.26)
  23
10
(,,,...).
Zfabc
(1.19)
10
,,,...
abc

(1.20)
,,,...
abc
,,,...
,,,...
,,,...
abc
abc
(1.21)
(1.22)
ZZZ
=
(1.23)
100%.
=
(1.24)

  

  .






aaa
=
(1.15)
100%
. (1.16)
(,,,...)
Zfabc
, (1.17)
a, b, c, ),
a, b, c,
1
1
,...
i
i
n
i
i
n
i
i
(1.18)
 0
# .
n

aaa
(1.10)
(1)

(1.11)
0,5
min
 
(1.13)
= +
(1.14)
g





/





g



6,812,8
100%30%
g





)

0,3
10,1
100%3%
0,51
0,001
0,01 %
10
10
%
1932






2)
4

Pmg







d
(1.8)





 




(1.3)
4

(1.4)
= 1
= 0,98110
= 273
pTk
(1.5)

ppT
pTk

(1.6)














.





V
(1.1)
(1.1)

lim.
==
(1.2)
(1.2)
4



1-
,
PHYWE (
PHYWE,
Measure,
( 
1-01

1-02
1-03
1-04
1-05
1-06
1-07
1-08
1-09
..........................................................................................4
.....................................5
......................22
................................................................................................38
..................................................................................54
...............64
........................78
)...........................................89
.......................101
.....................................114
531.1531.+532.6+536.7

. 2-
PHYWE.
       




 1

Приложенные файлы

  • pdf 17392066
    Размер файла: 5 MB Загрузок: 2

Добавить комментарий