Dynamax Dynamet 5, Руководство пользователя

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36
RCM ET Algorithm:
 
 
5 . 0 817 . 3
6
2 . 1013
10 002361 . 0 501 . 2
:
  
 
   
E elf
e abp
hta lev
Variables Specific Site
 
 



























 
 








1078 . 6
ln 2693882 . 17
1078 . 6
ln 3 . 237
1078 . 6
: int
3 . 237
2693882 . 17
a
a
a s a
T
T
a s
e
e
hdp
hrh T e e
e T e
n Calculatio Po Dew
a
a
 















       

 
















 
 
2 . 273
1500
4
2 2
237
269 . 17
08241 . 0 70 . 0 ( ) 2 . 273 ( 8 67 . 5
1 . 0
1 . 0 16 . 0
ln
16 . 0
ln
2 . 273
323 . 1
2 . 1013
1548 . 1
: lg
hta
hdp
hdp
e hum hta E skl
hws when
hws
zot
zom
ras or
hws
zot
zom
ras
hdp
e
hum
abp
had
n calculatio ET for orithm a RCM
 
 
 























 






















 
   
       









htc
hta
has had
ras
lev
ras
hum
htc
e
ras hta
has had htc hta
skl htc E hgr root htc
htc
htc
htc
,
2 . 273
16 . 303
2 . 273
323 . 1
2 . 273
16 . 303
) 2 . 273 ( 8 67 . 5 80 . 0
237
269 . 17
4
10
 
 
 
 
3600
2 . 273
16 . 303
2 . 273 8 67 . 5 80 . 0
4
 








 
   

      
evt EVT
lev
sht rnt
evt
ras hta
htc hta has had
sht
skl htc E hgr rnt