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PR q( #5(z P P8F P8F
PU q !.ƒ„<…+<„PJF_ P F8U F8U
PG q !.ƒ„<…+<„ P P8J P8J
FE q  P F8F F8F
FP q;= P P8_ P8_
FF q BD+ƒ†dFEE P R R
FJ q !#6, P E8F_ E8F_
FV q->" P P8U P8U
F_ q("!#6,\DdPF‚ F E8^_ P8J
F^ q, $sJJF‚ J P8R _8P
FR qsU^^ P _8U _8U
FU 2I P P8F P8F
2e$A@!-'"
!"d
PUR8P
Y%R$A@"!"*
o22 2;~ o1
>:


D
$A
Mh‡N
2e
M(•N
D!"
P 2@$A F E8_ P
F /-'‚\[ V PF VU
J qyYhJd_ P FE FE
V q, $s _ P8R U8_
_ 2I P P8F P8F
2e$A@"
!"
RU8R
Y%U$A@"$pm55
o22 2;~ o1
>:

D
$A
M(•N
}
x
$pm55
P q, $s P P8R P8R
F q, KL P F8F F8F
J q, ˆ P F8R F8R
V q BD+ƒ†dFEE P R R
_ q("! P F8U F8U

^ q! P ^8V ^8V


  
R qKL P ^8V ^8V
U q6," P PP P
G q BP‚^F P R8_ R8_
PE q B P F F
2e$A@"
$pm55
VG8R
2e$A@!-'
('% '(%' *.%' &%&. "
dc
N kW= + + =

+ "!-'7>,
   *
$%& ()$ &%& )'(%& ! "
dc
toa dc
Q k k k k N kcal h= = × × =

3.2.4. 2,/.0'5-
/1 KS 8 K> SK,$( 4
(!e 8 ;7( 4K> !#- )B"
 "  ! "
sp
toa sp d c
Q C t t G kcal h

β
= −
2"!4
D
$
z @K> !:48D
y
OE8PRVM(>X(*
"
DN*
}(1 >:;K> !K,""P8M(XN*
}OUUV8P^M(XN
•$1(#!3g!-7 B"g  M•O8_N
d
t
 !-6!.@K> $( (7 >8
d
t
O
>
PFEEM
"
DN
c
t
 !-1 =@K> 8
c
t
O
tt

T
t
OJ_M
"
DN*
< 7"$%&4!#- K=>,
 "  $%'* $$ &" ((*%) $%& (.)*%$* ! "
sp
toa sp d c
Q C t t G B kacl h
= − = × − × × =
3.2.5. 
 


  
D$1@>! ++dJE
+ !-">
P
O
>
OPFEEM
"
DN
2#)@>GEEPFEER_E
h)Sp>6OJEEVEE
2".67
2,>J>S
QSP}$],‰OFFE
QSF}! " ,‰OP_E

QSJ}! " 6~,‰OPPE
+ !-6;">
>
OPFEE
"
D
+ !-6;"K,"=

F
O
K>K
O
$
&
tt
T
t C=
+ !-;6]"@,>A' !-">,>,_"D8
>,
Š2O>_OPFEEd_OPPG_M"DN
} % 3
+ !- m>S$]K,! " >,ŠPOU_E"D
+ !- m>S! " K,! " 6~>,ŠFOV_E"D
+ !-;6],", @>>,Š+OGE"D
Q: 7;6],>MI�N
Q: 7`PF6]", @>"P g>,


" ! "
N N

q t kcal m h
α
α τ
= −
2"!4
‹+$1"!e  ;6]", @>


  
$%& * * 



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$$ $$
qd
MN
N N
N
C
T
T
l t kcal m h
t
α τ
τ
 
= − + −
 


 
>$1()S!]85-K,"K0)@,>*
/1 KS 6]!>OF8F
/1 KS 6]>OF8U
2q+82F !-!1 ';6]", @>K,"
*
DI$16I |
 

  
qd
den
C
C C C
=
+ −
DP8DF$16 @,>K,6]I
g88.,*
D!B$16@K!B",",OV8G^(>XF"hV8DIOV8F
(>XF"hV*
$%& * * 
*% ' .$ ' &
% .$ &" " " %( ! "
.$ & $$ $$
N
kcal m h
α
+ +
 
= − + − =

 

 


 *
" %( .$ &" )($%. ! "
N
q t kcal m h
α
α τ
= − = − =
Q: ! I%6,@,>MI
(
N
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$%(' $%&($ %* ! " % ! "

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T
W m C kcal m h C
τ τ
λ

+
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W m C kcal m h C
τ τ
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N
W m C kcal m h C
τ τ
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K kcal m h C
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" $%)*& .& .$" '%' ! "
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q k kcal m h C
τ τ
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(

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k
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q t kcal m h
α
α τ
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N
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T
T
l t kcal m h
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α τ
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(()I*M"hN*
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T
W m C kcal m h C
τ τ
λ

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E

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i
K kcal m h C

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λ
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k T N
q k kcal m h C
τ τ
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Q q F t kcal h= × × = × × =
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" '%'* '%& &" .%& ! "
N N
q t kcal m h
α
α τ
→ = − = × − =
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(
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E

\$1l @>S6@ OE8EVP(>X**
E

\$1 @,6#


  





 
$%* ! "
$%$$ $% $%$$
&$ $%$* &$
o
i
i
K kcal m h C
δ
λ
=
= = =
+ +

Q: ! IP
F
;%6,@,6#

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o
k T N
q k kcal m h C
τ τ
= − = × − =
o $1 mI‹8I(>,
.%*( .%&

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k
k
q q
q
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11671819+:17;<
31+= .%*(>.%&"!=.%* 5,0!<"
-1?,19+:41+=@$%)@$%&>@$%)@$%)=% <"
AB11617;1919+:09
 .%* % &%)* ! "
tb
toa tb tb
Q q F kca h= = × =
2"')5
2)"',6#8>A 0 7`!6#

$%' %&. ! "
db tb
q q kcal m h
= =
[ )!6#i
6
OE8_E8^OE8JM
F

N
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 %&. $% *%$( ! "
db
toa db db
Q q F kca h= = × =
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Q: 7K,""' S461' K,"(()!:)B"

<1
1 @3 <1
2 &%' *%$'A" 1 1 "4
= + −
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
  
AAB1D,5?17;+E<F11G,H106%A=$%* <!I"
1 %1@31CJ,K--L,A91CJ55?@3
1 =.$%1@3=&
4<1-1?,+E<F11G,K--L,%4=$%&@$%)=$% <"
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1
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+M 1+ -+ <1
1 1 1 1
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h3A@6#> ! 1KS 6#S4"!4!#) 7`

6#> = Œ
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1 1 1 1 1 1 1 1
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V + 7`> FFVFV8_
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1 1 1 1 1 1
2 2 2 2 2 2= + + + +
PEPVV_8UP
 <,=>;93)*"#$!
%?
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=s,s8"!4>: "6]g ;I(3
AK,",A>S*Q: ,5-K,"g!-6]
g ;]ˆ(3A6"BK,(%L% 6@6%(3

A6"B*h3A6"B@@3>, MgNK,()*["!48
 6I(3A6"B
= +

mai kinh
bx bx bx
Q Q Q (kcal/h)
2"!4

bx
Q
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
*
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mai
bx
Q
>: "6I
mai
bx
Q
>: "6Ip()
3.3.1. + 6I 
Q: e-" K,"6]g ;I(3A
LBF,.";> !-K,""!- 8!0
B"

= +
mai t dd

bx bv bx
Q Q Q (kcal/h)
2"!4
∆t
bv
Q
>: 6I ";> !-8M(>XN*
dd
bv
Q
>: 6I ""!- !-8M(>XN
 Z!0>: 6I ""!- !-*
# Z!0 !-'!'@(()6;",
[S 5@6]g 8 !-]", @(3A6"BL
"*/#! 5A4#3g!-66u-0$1
 !-'!'
!
@(()6;", 

=
TB
TB
bx
td
N
q
t
ρ
α
2"!4


+
$1"!e  ;6]", 8(>X
F

"
D*[1 KS  >A‹
+
OFE
(>X
F

"
D*
•$1A56@6](3A6"B6 # |. 6
"(3AA0!:*\$1,5-K,")A,$s@
 *Ž!8 >, (r8>AB"6%J*G$1A56
]g •@(3A6"B8 "?(H 4@}*o2.
+~DA?•OE8^_*
I
6
g!-66?8(>X
F
*QAB"6%F*PUe;
]6uM•X
F
X,NCD<+EFFEEGXYZ[$1> \,+- K,"
)  "  >,    R  ?  I
6
O  ^FGG  M•X

F
X,N  O
M^FGGE8U^NXFVOFF^M(>X
F
N*

&

×