Právní předpis byl sestaven k datu 14.09.2010.
Zobrazené znění právního předpisu je účinné od 14.09.2010 do 14.09.2010.
Vyhláška o způsobu regulace cen v energetických odvětvích a postupech pro regulaci cen
140/2009 Sb.
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxxxx =
|
&xxxx;
_________________
|
&xxxx; | &xxxx;
Σxx=1 XXX (XX-XXX)xx
|
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXXxxx = XXxxx - VpeAi - Xxxxxxx - XxxXXX x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
+ Qpei
|
100
|
|
100
|
kde
kde
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+i-1t=1
|
____
|
100
|
kde
xxx
kde
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
______
|
x XXXxxx + XXxxxx
|
&xxxx; | &xxxx;
100
|
&xxxx; |
xxx
xxx
XXXxx0 [Xx] xx xxxxxxx hodnota xxxxxxxxx xxxx xxxxx xxxxxxxxxxxxx xxxxxxxxx xxxxxxxx sloužících x zajištění přenosu xxxxxxxxx xxxxxxxxx Úřadem xx xxxxxxx xxxxxx xxxxxxx xxxxxxxxx xxxx xxxxx v xxxxxxxxxx xxxxxxxxxx období,
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
________
|
pro x=1+x, x&xx;1
|
&xxxx; | &xxxx;
XXXxxxXx-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
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&xxxx; |
&xxxx;
xxxxxx =
|
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________
|
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xxx x=1+x, x=1
|
&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; |
&xxxx;
Xxxx = Xxxx-2 x
|
&xxxx;
_________________
|
&xxxx;
x (DQi-2 - XXXXx-2) xxx XXXXx-2 &xx; XXx-2 < XXx-2 &xx; XXxxxx-2
|
&xxxx; | &xxxx;
XXxxxx-2 - XXXXx-2
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; |
&xxxx;
Xxxx = Xxxx-2 x
|
________________
|
x (XXx-2 - DHNPi-2) xxx XXXXx-2 &xx; XXx-2 &xx; XXxxxx-2
|
&xxxx; | &xxxx;
XXXXx-2 - XXxxxx-2
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXxxx + XXxxxxx
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&xxxx;
xxxxxx =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
XXXX2xxxx
|
xxx
xxx
&xxxx; | &xxxx;
xxXXx x XXXXxxxx
|
&xxxx;
XXXxxx =
|
&xxxx;
_______________
|
&xxxx; | &xxxx;
100
|
xxx
&xxxx; | &xxxx;
XXXxxx
|
&xxxx; |
&xxxx;
xxxx =
|
__________
|
+ xxxxxx
|
&xxxx; | &xxxx;
XXXX1xxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxx =
|
&xxxx;
__________
|
&xxxx; | &xxxx;
XXXXX1x
|
xxx
kde
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = PNss0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
kde
xxx
kde
&xxxx; | &xxxx;
Σxx=1 xxx x xx
|
&xxxx;
Xx =
|
&xxxx;
_____________
|
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Σxx=1 c0k x xx
|
xxx
xxx
&xxxx; | &xxxx;
XXXxxxx
|
&xxxx;
xxxxxxx =
|
&xxxx;
_______________
|
&xxxx; | &xxxx;
XXXXxxx-2 + XXXxx
|
xxx
xxx
xxx
It
|
|
PNdxei = XXxxx0 x (1 - Xde)i x Π1+x-1x=1
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&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
xxx
MVdei
|
||
Zdxei =
|
&xxxx;
______
|
&xxxx;
x XXXxxxx + XXxxxxx
|
&xxxx; | &xxxx;
100
|
&xxxx; |
xxx
xxx
kde
RABdet-1
|
||
kdeplt =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x&xx;1
|
&xxxx; | &xxxx;
XXXxxxX-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
|
&xxxx; |
&xxxx;
xxxxxx =
|
________
|
pro x=1+x, x=1
|
&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
|
&xxxx;
Xxxxxxxx = (Xxxxxxxxx-2 + (VdxeNOi-2 x xXX + Xxxxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
______ )
|
|
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100
|
&xxxx;
|
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100
|
xxx
xxx
xxx
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Xxxx-2
|
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|
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XXXx-2
|
&xxxx;
|
&xxxx; |
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Xxx1,2x =
|
&xxxx;
____
|
&xxxx;
x
|
&xxxx;
_________________
|
&xxxx;
x
|
&xxxx;
(XXx-2 - XXXXx-2) xxx HHNPi-2 &xx; XXx-2 &xx; XXx-2 &xx; DQmaxi-2
|
2
|
|
DQmaxi-2 - XXXXx-2
|
&xxxx;
|
&xxxx; | |
&xxxx; | &xxxx;
|
&xxxx;
|
&xxxx;
|
&xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
Xxxx-2
|
&xxxx;
|
&xxxx;
XXXx-2
|
&xxxx;
|
&xxxx; |
&xxxx;
Xxx1,2x =
|
&xxxx;
____
|
&xxxx;
x
|
&xxxx;
_________________
|
&xxxx;
x
|
&xxxx;
(XXx-2 - XXXXx-2) xxx XXXXx-2 &xx; DQi-2 &xx; XXxxxx-2
|
&xxxx; | &xxxx;
2
|
&xxxx;
|
&xxxx;
XXXXx-2 - DQmini-2
|
|
&xxxx; | &xxxx;
Xxxx-2
|
&xxxx;
|
&xxxx; |
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Xxxx-2xxx =
|
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_____
|
&xxxx;
x
|
&xxxx;
XXXx-2 xxx XXx-2 ≥ XXxxxx-2
|
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2
|
&xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
-Xxxx-2
|
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|
&xxxx; |
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Xxxx-2xxx =
|
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_____
|
&xxxx;
x
|
&xxxx;
XXXx-2 pro DQi-2 ≤ XXxxxx-2
|
&xxxx; | &xxxx;
2
|
&xxxx;
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXXXXxx x XXXXXXXxx
|
&xxxx;
XXXXXXx =
|
_________________
|
RMEKZVNei
|
|
|
|
RKKZVNei x XXXXXXxx
|
|
&xxxx;
XXXXXx =
|
_________________
|
RMEKZVNei
|
kde
&xxxx; | &xxxx;
xxxxxxx x xxxx
|
&xxxx;
xxxxxxxx =
|
&xxxx;
__________
|
&xxxx; | &xxxx;
12
|
xxx
&xxxx; | &xxxx;
xxxx
|
&xxxx;
xxxx = xxxx +
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
PRNdxei
|
|
sdxepzi =
|
________
|
RDME2xi
|
kde
xxx
xxx
&xxxx;
Σ
|
&xxxx;
xxxx = 1,
|
&xxxx;
x
|
&xxxx; |
&xxxx; | &xxxx;
xxxxx x RDMEpzdi
|
PZTdei =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
100
|
xxx
&xxxx; | &xxxx;
xxxxxxx x XXXXxxx
|
&xxxx; |
&xxxx;
xxxxx =
|
_____________
|
+ sdxepzi
|
RMEKZxei
|
kde
&xxxx; | &xxxx;
|
&xxxx;
x
|
&xxxx;
|
&xxxx; | &xxxx;
XXX(XX-XXX)xx +
|
Σ
|
RRK(VVNk-VVN)ei-2
|
|
k=1
|
|
|
cdVVNerci = xxXXXxxxx + cperci x
|
&xxxx;
_____________________________
|
||
&xxxx; | &xxxx;
XXXXXXXxx-2 + XXXXXXx
|
&xxxx; | &xxxx;
|
&xxxx;
x
|
&xxxx;
|
&xxxx; | &xxxx;
XX(XX-XXX)xx +
|
&xxxx;
Σ
|
&xxxx;
XX(XXXx-XXX)xx-2
|
&xxxx; | &xxxx;
|
&xxxx;
x=1
|
&xxxx;
|
&xxxx;
xxXXXxxxx = xxXXXxxxx + xxxxxx x
|
&xxxx;
_____________________________
|
||
&xxxx; | &xxxx;
XXXX2XXXx
|
&xxxx; | &xxxx;
XXXXXXx
|
&xxxx;
xxXXxxxx = xxXXxxxx + xxXXXxxxx x
|
&xxxx;
__________________
|
&xxxx; | &xxxx;
XXXXXXxx-2 + XXXXXx
|
&xxxx; | &xxxx;
XXXXXXXxx
|
&xxxx;
xxXXxxxx = xxXXxxxx + xxXXXxxxx x
|
&xxxx;
__________________
|
&xxxx; | &xxxx;
XXXX2XXx
|
xxx
&xxxx; | &xxxx;
XXXXXXxx
|
&xxxx;
xxXXxxxx = xxXXxxxx +xxXXxxxx x
|
&xxxx;
__________
|
&xxxx; | &xxxx;
XXXX2XXx
|
cdVVNerci x XXXXXXXxx-2
|
&xxxx; | |
&xxxx;
xxXXXxx =
|
___________________
|
+ cdVVNepzi
|
RMEKZVVNei
|
&xxxx; | &xxxx;
xxXXxxxx x XXXXXXxx-2
|
&xxxx; |
&xxxx;
xxXXxx =
|
&xxxx;
_________________
|
&xxxx;
+ xxXXxxxx
|
&xxxx; | &xxxx;
XXXXXXXXxx
|
&xxxx; |
xxx
TETRVNei
|
|
TETRVNei
|
|
cdNNei = xxXXxx + (xxXXxx - cdVNepzi) x
|
&xxxx;
_________
|
&xxxx;
+ xxXXxxxx x
|
__________
|
RDME1NNi
|
|
RDME2NNi
|
kde
&xxxx;
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxx =
|
&xxxx;
________
|
&xxxx; | &xxxx;
XXXx
|
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = PNzo0 x (1 - Xxxx)x x Π1+i-1t=1
|
____
|
100
|
kde
kde
kde
MVzoi
|
||
Zzoi =
|
&xxxx;
______
|
&xxxx;
x RCBzoi
|
100
|
kde
&xxxx; | &xxxx;
1+x
|
&xxxx; |
&xxxx;
XXXxxx = XXXxx0 +
|
Σ
|
ΔRCBzot + XXxxXXXx
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
&xxxx;
&xxxx;
|
&xxxx;
x
|
&xxxx;
|
&xxxx;
|
&xxxx;
Σ
|
&xxxx;
(XXXxxxxx + XXXxxxx + XXXxxxxx) + XXxxxx
|
&xxxx;
|
&xxxx;
x=1
|
&xxxx;
|
&xxxx;
xxxxxx = ___________________________________
|
||
&xxxx; | &xxxx; | &xxxx;
XXXXx
|
xxx
&xxxx; | &xxxx;
x
|
&xxxx;
|
&xxxx;
x
|
&xxxx; |
&xxxx;
XXXxxxxx =
|
Σ
|
(cmvozis - xxxxxxx) x XXXxxxxx +
|
Σ
|
cdvozis x XXXxxxxxx
|
&xxxx; | &xxxx;
x=1
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
&xxxx; | &xxxx;
x
|
&xxxx;
|
|
&xxxx;
XXXxxxx =
|
&xxxx;
Σ
|
&xxxx;
xxXxx x XXXXxx
|
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
&xxxx; | &xxxx;
x
|
&xxxx;
|
|
&xxxx;
XXXxxxxx =
|
&xxxx;
Σ
|
&xxxx;
xxXxx x XXXXxx
|
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
&xxxx; | &xxxx;
x
|
&xxxx;
|
|
&xxxx;
XXxxxx = XXxXXx +
|
&xxxx;
Σ
|
&xxxx;
XXxXXxx
|
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
xxx
kde
&xxxx;
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Opepli-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
&xxxx;
xxx x &xx; 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
kde
&xxxx;
|
&xxxx;
XXxxx-2
|
&xxxx;
|
&xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
|
&xxxx;
XXxxx-1
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
XXxxxx = XXxxXXXx x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
+ XXxxXXXx x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
CPIi-2
|
CPIi-1
|
|||
KFssoi = (Xxxxxx-2 - Xxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
&xxxx;
xxx x &xx; 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxxx = (Odxeski-2 - Odxepli-2) x
|
_______
|
x
|
_______
|
pro x &xx; 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
xxx
xxx
&xxxx;
|
&xxxx;
XXxxx-2
|
&xxxx;
|
&xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
|
&xxxx;
XXxxx-1
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
XXxxxx = XXxxXXXx x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
+ KFdeRABi x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
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100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Ozopli-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
&xxxx;
xxx x > 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
|
&xxxx;
XXxxXXXx = (XXXxxxxx-2 - XXXxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
&xxxx;
xxx
kde
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+i-1t=1
|
____
|
100
|
kde
xxx
xxx
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
&xxxx;
______
|
&xxxx;
x XXXxxx + XXxxxx
|
&xxxx; | &xxxx;
100
|
&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x&xx;1
|
&xxxx; | &xxxx;
XXXxxxxx-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
|
&xxxx; |
&xxxx;
xxxxxx =
|
&xxxx;
________
|
&xxxx;
xxx t=1+i, x=1
|
&xxxx; | &xxxx;
XXXxxxXX
|
&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
xXXXxxxx x zij
|
ckzexij =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
100 x XXXxxxxx
|
xxx
&xxxx; | &xxxx;
xXXXxxxx x (1- zij)
|
cvzexij =
|
&xxxx;
_________:______
|
&xxxx; | &xxxx;
100 x XXXxxxxx
|
xxx
&xxxx; | &xxxx;
XXxxxxxxx
|
&xxxx;
xxxxxxx =
|
&xxxx;
_________
|
&xxxx; | &xxxx;
XXXxxxxx
|
xxx
xxx
xxx
xxx
&xxxx; | &xxxx;
xXXXxxxx x xxx
|
&xxxx;
xxxxxxx =
|
______________
|
100 x XXXxxxxx
|
xxx
xxx
kUPVzeni x xxx
|
|
&xxxx;
xxxxxxx =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
100 x XXXxxxxx
|
xxx
xxx
kde
xxx
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxx =
|
&xxxx;
_______
|
&xxxx; | &xxxx;
XXXXxxx
|
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
kde
xxx
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
&xxxx;
______
|
&xxxx;
x XXXxxx + XXxxxx
|
&xxxx; | &xxxx;
100
|
&xxxx; |
xxx
xxx
kde
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
________
|
pro x=1+x, x&xx;1
|
&xxxx; | &xxxx;
XXXxxxxx-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
|
|
kdpplt =
|
&xxxx;
________
|
&xxxx;
xxx t=1+i, i=1
|
ZHAdppll
|
kde
xxx
kde
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Oppski-2 - Opppli-2) x
|
_______
|
x
|
______
|
pro x ≥ 3
|
100
|
|
100
|
kde
xxx
&xxxx;
|
&xxxx;
XXxxx-2
|
&xxxx;
|
&xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
|
&xxxx;
XXxxx-1
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
XXxxxx = XXxxXXXx x
|
______
|
x
|
______
|
x
|
______
|
+ XXxxXXXx x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
|
&xxxx;
XXxxx = (XXXXxxx-2 + KFppkzi-2 + XXxxxx-2 + XXxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
xxx
&xxxx; | &xxxx;
|
&xxxx;
x
|
&xxxx; | |
&xxxx;
XXxxxxxx-2 =
|
&xxxx;
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Σ
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(XXXxxxxxx-2 x XXXxxxx-2)
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&xxxx; | &xxxx;
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XXxxxxx-2 [Xx] xx xxxxxxxx xxxxxxxxx xxx xx xxxxxxxx xxxxxxx xxxxx xxx pohon xxxxxxxxxxx xxxxxx x xxxxxxxxx xxxxxxxx x xxxx i-2,
SDpppli-2 [Kč] xx xxxxxxxxx spotřební xxx za množství xxxxxxx xxxxx pro xxxxx xxxxxxxxxxx xxxxxx x xxxxxxxxx xxxxxxxx, xxxxx xxxx použita xxx xxxxxxx cen xxx xxx x-2,
XXxxxx-2 [Xx] xx xxxxxxx xxxxxx xxxxxxxxxxxxx přepravní xxxxxxxx xx xxxxxxxx xxx xxxxxxxxx toleranci x za xxxxxx xx vyvažovací xxxx xx xxxxxxxx nákladů xx xxxx xxxxxxxx xx xxx i-2 xxxxxxxxx xxxxxxx
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&xxxx; | &xxxx;
XXXx-2
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&xxxx; | &xxxx;
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pro x &xx; 3
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100
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100
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Xxxxxxx xxxx x xxxxx xxxxxxxx xxxxxxx xxxxxxxxxxxxx zařízení
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Kladný xxx
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Účetní xxxxxx x ceny xxxxxx
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|
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Xxxxxx
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&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxxxxx xxxxxxx (xxxxxxx spotřeba xxxxxxxxx)
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxx xxxxxxxxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxx xxxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxxx (xxxxx, xxxxxx)
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxxxxx (xxxxxxxxxx xxxxxx zbytků)
|
||||||||
Ostatní xxxxxxxx xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxx x zákonné xxxxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxx x xxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxx
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&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx xxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx xxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxx x úvěru
|
||||||||
Ostatní xxxxx xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
&xxxx;
Σ Xx
|
&xxxx; | &xxxx;
Σ Nei
|
|
Σ Xxx
|
&xxxx;
|
&xxxx;
Σ Xxxx
|
&xxxx; | |
Xxxxxxxxxx xxxxxxx xx xxxxxxx
|
[Xx/xXx]
|
&xxxx; | &xxxx;
XXX
|
&xxxx;
|
&xxxx;
XXX
|
&xxxx;
|
&xxxx;
XXXX
|
&xxxx; |
[Xx/XX]
|
&xxxx; | &xxxx;
|
&xxxx;
|
&xxxx;
XXX
|
&xxxx;
|
&xxxx;
XXXX
|
&xxxx; |
&xxxx;
xx xxxxxxxxx
|
&xxxx;
Xxx = Xx x βxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
Nti = Xx x βxx
|
&xxxx;
|
&xxxx;
xx xxxxxxx xxxxxx
|
&xxxx;
Xxxx = Xx x βxxx
|
&xxxx;
|
&xxxx;
xxxxxx xxxx
|
&xxxx;
βxx + βxx + βxxx = 1
|
&xxxx;
|
xxx
3,6 x Xxx
|
&xxxx;
|
||
&xxxx;
xx elektřinu
|
βkje =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + 3,6 x Xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βkjt =
|
&xxxx;
_________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + 3,6 x Xxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
________________
|
|
Qvyt + 3,6 x Xxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx tepelnou xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + 3,6 x Ekj
|
|
kde
&xxxx;
Xxxxxxx
|
&xxxx;
Xxxxxxxxxxx xxxxxxxxxxx
|
||
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxx
|
xxxxxxx x XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
xxxxxxx x kotlích
|
|
1
|
|
Elektrická xxxxxxx
|
xxxxxxxxx x xxxxxxx xxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxxxx xx sítě
|
|
1
|
|
Opravy x xxxxxx
|
xxxxx xxxxxx x xxxxx KJ
|
βkje
|
βkjt
|
podíl xxxxxx x xxxxx xxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxx
|
xxxxxx XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
Xxxxxx
|
xxxxxx XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
xxxxxx xxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
XX + xxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
Xxxxxx x xxxxxx
|
XX + xxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
Xxxxxx
|
XX + xxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx;
Xxxxxxxxxx elektrický xxxxx
x XX
|
&xxxx;
Xxxxxxxxxxx xxxxxxxxxxx
|
|
&xxxx;
xx xxxxxxxxx
βxxx
|
&xxxx;
xx xxxxx
βxxx
|
|
&xxxx;
xxxxx xxx 45 kW
|
0,35
|
0,65
|
45 xx 142 kW
|
0,4
|
0,6
|
&xxxx; | &xxxx; | &xxxx;
x
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_______
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
x + ket
|
|
|
|
||
ket
|
|
||
na tepelnou xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
x + xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Ekj
|
|
teplárenský xxxxx
|
&xxxx;
x =
|
&xxxx;
________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
XXX =
|
___________
|
|
Ekj
|
|
||
|
|
||
ΣNti x 1000
|
&xxxx;
|
||
&xxxx;
xx tepelnou xxxxxxx
|
&xxxx;
XXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βx =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βx =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx
|
&xxxx;
|
xxx
xxx
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxxxxxx xxxxxxx, xxxx, xxxxxx x xxxxxx
|
xxxxxxxx náklady
|
βe
|
βt
|
specifické xxxxxx xxxxxxxxx
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxxx xxxxxx xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxx x xxxxxxx
|
xxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
Mkpal x βx
|
&xxxx;
|
||
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βt + Xxxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βrt =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx
|
&xxxx;
|
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxx
|
xxxxxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx (xxxxxxx spotřeba elektřiny)
|
z xxxxxxx xxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxx ze xxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxx, xxxxxxxxxx, opravy x údržba, xxxxxx
|
xxxxxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
xxxxxxxxxxx x xxxxxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx; |
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βx =
|
______________
|
|
Qel + Xxxx + Xxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βx =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx + Xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx;
|
&xxxx;
xx xxxxxxx xxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx + Xxx
|
&xxxx;
|
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
&xxxx;
xx xxxxxxx xxxxxx
|
|
Xxxxxx
|
xxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
&xxxx;
βxx
|
Xxxxxxxxxx xxxxxxx, xxxx, xxxxxx, xxxxxx, xxxxxx
|
xxxxxxxx xxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
&xxxx;
βxx
|
xxxxxxxxxx xxxxxx xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxxx xxxxxxx xxxxxxxxx
|
&xxxx;
1
|
&xxxx;
|
&xxxx;
|
|
xxxxxxxxxx xxxxxx xx tlakový xxxxxx
|
&xxxx;
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
xxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
&xxxx;
βxx
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
xx elektřinu
|
JNE =
|
&xxxx;
__________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx - Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
|
&xxxx; | &xxxx;
xxxxxxxx nebo xxxxxxxxxx
|
&xxxx;
XXX =
|
&xxxx;
_________
|
&xxxx;
|
&xxxx; | &xxxx;
x xxxxxxxx xxxxx xxxx 4
|
Qtep
|
|
|
|
|
|||
ΣNti x 3,6
|
&xxxx;
|
|||
&xxxx; | &xxxx; | &xxxx;
XXX =
|
&xxxx;
__________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx;
xxxxxxxx a xxxxxxxxxx xxxxx
|
&xxxx; | &xxxx;
ΣXxx x 1000
|
|
bodu 2, xxx xxxxxxxxxxxx
|
&xxxx;
XXX =
|
&xxxx;
__________
|
&xxxx;
|
|
&xxxx; | &xxxx;
xxxxx
|
&xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
XXX =
|
&xxxx;
__________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx; |
&xxxx;
xx tlakový xxxxxx
|
&xxxx; | &xxxx;
ΣXxxx x 3,6
|
|
ΣNvzi x 3,6
|
&xxxx;
|
&xxxx; | &xxxx;
XXXX =
|
&xxxx;
___________
|
&xxxx;
=
|
&xxxx;
____________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
X
|
&xxxx;
|
&xxxx;
Xxx x (ivy - xxx)
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxxx x 1000
|
|
|
|
JNVZ =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
Xxx x (xxx - xxx)
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxxx
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx;
XXXX =
|
&xxxx;
_______
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
3,6 x Essv
|
|
na xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_____________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx + Qsv
|
|
|
|
||
Qsv
|
|
||
na xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
______________
|
|
3,6 x Xxxx + Xxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx;
Xxx =Xxxx - Xxx
|
&xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
ηx
|
&xxxx;
|
&xxxx; | &xxxx;
Xxx = Xxxxx x
|
&xxxx;
_______
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
100
|
&xxxx; |
xxx
Pt
|
||||
Qsv = 3,6 x
|
&xxxx;
___
|
&xxxx;
x Xxxx
|
&xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
Xx
|
&xxxx; | &xxxx; |
xxx
Položky
|
na xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxx
|
xxxxxxx x xxxxxxx - xxxxxx x kotlem
|
βse
|
βst
|
spálené x xxxxxxx - xxxxxx xx xxxxxxx
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxx x xxxxxxx xx xxxxxxxxxx xxxxx
|
&xxxx;
|
&xxxx;
1
|
|
xxxxxxx x xxxxxxxxxx xxxxxxx (xx xxxxxxx)
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx (xxxxxxx xxxxxxxx xxxxxxxxx)
|
x xxxxxxx výroby
|
|
1
|
odběr xx xxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxx xxxxxxxxxxxxx
|
xxxxxxxx, xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βse + Xxxxx
|
&xxxx; |
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Mdpal
|
|
|
|
||
Mspal x βxx + Xxxxx
|
&xxxx;
|
||
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
_______________
|
|
Mspal + Mopal + Xxxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βse + Mopal
|
|
na xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Mdpal + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + Xxxxx + Xxxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Mopal + Xxxxx + Xxxxx
|
&xxxx; |
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx elektřinu
|
na xxxxx
|
|
Xxxxxxxx, xxxxxx, xxxxxx, xxxxxx
|
xxxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
xxxxxxxx, xxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
xxx xxxxxxx xxxxxxx xxxxxxx x kotlem
|
JNE =
|
&xxxx;
_________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx - Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
xxx xxxxxxxxx xxxxxxx xxxxxxx x kotlem
|
JNE =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx;
x xx obchozu
|
Essv + Xxxx - Xxxx
|
&xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
|
teplárna xxx xxxxxxxxxx xxxxxxxxxxxx xxxxx
|
&xxxx;
XXX =
|
&xxxx;
__________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
XXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx;
xxxxxxxx x xxxxxxxxxx výtopenskými xxxxx
|
&xxxx;
XXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 1000
|
|
JNT =
|
&xxxx;
___________
|
&xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Qvyt
|
|
kde
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_____________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx + Xxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
____________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Essv + Xxx + Xxxx
|
&xxxx;
|
xxx
Položky
|
na xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxx
|
xxxxxxx x xxxxxxx - xxxxxx x xxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxx x xxxxxxx - xxxxxx xx xxxxxxx
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxx xxxxxxx xx spalinovém xxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
|
xxxxxxx x xxxxxxxxxxxxx xxxxx. xxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
|
xxxxxxx ve xxxxxxxxxxxx xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx (xxxxxxx xxxxxxxx elektřiny)
|
z xxxxxxx xxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxx ze sítě
|
|
1
|
|
Voda xxxxxxxxxxxxx
|
xxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxx
|
xxxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
&xxxx;
Xxxxxxxx
|
&xxxx;
xxxxxxxx, xxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βce + Mopal + (Xxxxx + Mkpal) x βx
|
&xxxx; |
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
________________________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Mopal + Mdpal + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + (Xxxxx + Xxxxx) x βt
|
|
na xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
________________________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Xxxxx + Mkpal
|
|
|
|
||
Mspal x βxx + Xxxxx + (Xxxxx + Xxxxx) x βx
|
&xxxx;
|
||
&xxxx;
xx elektřinu
|
βre =
|
________________________________
|
|
Mspal + Mopal + Xxxxx + Xxxxx + Xxxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + (Xxxxx + Xxxxx) x βx + Xxxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βrt =
|
&xxxx;
________________________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Mopal + Xxxxx + Mkpal + Xxxxx
|
&xxxx; |
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx teplo
|
|
Opravy x xxxxxx, xxxxxx
|
xxxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
xxxxxxxx, xxxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
xxx xxxxxxx xxxxxxx XXX
|
&xxxx;
XXX =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Esv - Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx;
xxxxxxxxx xxxxxxx xxxxxxx xxxxxxx
|
&xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
x xxxxxxxx xxxxx x xx obchozu
|
JNE =
|
&xxxx;
___________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx + Xxx - Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx;
xxxxxxxx x XXX xxx xxxxxxxxxxxx xxxxx
|
&xxxx;
XXX =
|
___________
|
|
Qtep + Xxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
XXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx;
xxxxxxxx x XXX x x xxxxxxxxxxxx xxxxx
|
&xxxx;
XXX =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
XXX =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx + Qvyt
|
|
kde