Právní předpis byl sestaven k datu 11.12.2011.
Zobrazené znění právního předpisu je účinné od 11.12.2011 do 11.12.2011.
Vyhláška o způsobu regulace cen v energetických odvětvích a postupech pro regulaci cen
140/2009 Sb.
1. xxxxxxx xxxxxxx xxxxxxxxxx xxxxxxx,
2. výchozí xxxxxxx xxxxxxxxx báze xxxxx,
3. xxxxx xxxxxxx xxxxxxx xxxxxxxxxx,
4. xxxxxxxxxx xxxxxx cen xxxxxxxxxxxxxxx xxxxxx,
1. xxxxxxx xxxxxxx povolených xxxxxxx,
2. výchozí hodnotu xxxxxxxxx xxxx xxxxx,
3. xxxxx hodnotu faktoru xxxxxxxxxx,
4. koeficient indexu xxx podnikatelských xxxxxx.
1. xxxxxxx xxxxxx xxxxxxxxxxxxxxxx xxx,
2. xxxxxxx xxxxxx cen xxxxxxxxxxxxxxx xxxxxx,
3. xxxxxxx xxxxxxxxxxx xxxxxx xxxxxxxxxxxx xxxxxxx,
4. xxxxxxxx xxxxxx xxxxxx,
5. xxxx xxxxxxxxxx xxxxxxxxx xxxx xxxxx,
6. plánovanou xxxxxxx xxxxxxxxxxxx xxxxxxxx,
7. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx xxxxxx aktiv,
8. vyrovnávací xxxxxx xxxxxx,
9. xxxxxxxxxxx xxxxxx xxxxx,
10. xxxxxxxxxx xxxxxxx cenu energie xxxxx pro xxxxx xxxxx a xxx xxxxxxx xxxxx xx xxxxx xxxxxxxxxxx xxxxxx x přepravní xxxxxxxx,
11. xxxxxxxx xxxxxxxx ztrát x xxxxxxxxx soustavě,
12. xxxxxxxxx xxxxxxxx energie xxxxx xxx xxxxx xxxxxxxxxxx xxxxxx x xxxxxxxxx xxxxxxxx xxx xxxxxxxx xxxxx xx xxxxxxxxxx xxxxxxxx xxxx x xx výstupních xxxx xxxxxxxxxxx zásobníku xxxxx,
13. xxxxxxxxxx xxxxxxxxx xxx xx xxxxxxxx xxxxxxx xxxxx xxx xxxxx kompresních stanic x xxxxxxxxx xxxxxxxx,
14. xxxxxxxxx xxxxxx xxxxxxxxxxxxx xxxxxxxxx soustavy xx xxxxxxxx xxx xxxxxxxxx xxxxxxxxx a plánované xxxxxx za xxxxxxxxxx xxxx po xxxxxxxx xxxxxxx na xxxx xxxxxxxx,
15. xxxxxxxxx xxxxxxx xx xxxxxx poskytování xxxxxxxxxxx xxxxxxxxxxx x xxxxxx xxxx xxxxxxxxxxxxxx xxxxxxxxxx xxxxxxxxx xxxxx,
16. xxxxxxxxx rezervované pevné xxxxxxxx ve xxxxxxxxx x xxxxxxxxxx xxxxxx,
17. xxxxxxxxxxx rozdělení xxxxxxxxxx xxxxxxxxxx xxxxxx na xxxxxxxxxx vstupní x xxxxxxxx xxxx,
18. xxxxxxxxxxx xxxxxxxxx xxx na xxxxxxxxxx vstupní x xxxxxxxx xxxxxxxx xxxx,
19. xxxxxxxxxxx pro xxxxxxx xxxxxx plynu xx xxxxx pohonu xxxxxxxxxxx xxxxxx na xxxxxxxxxx xxxxxx xxxxxxxxx xxxxxxxx,
20. xxxxxxxx xxxxxx xxxxxxxxx xxxx xxxxx,
21. xxxxxxxx xxxxxx xxxxx,
22. korekční xxxxxx xxx xxxxxxx xxxxxxxx xxxxx,
23. koeficient xxxxxxx xxxxxxxxxx xxxxxx xx přepravu xxxxx xx xxxxxxxxx xxxxxxxxxx xxxxxx,
24. xxxxxxx xxxxxxxxxx xxxxx xxx xxxxxxx xxxxxxxxxxx přepravy plynu xx xxxxxxxxx xxxxxxxxxx xxxxxx,
1. xxxxxxx xxxxxx xxxxxxxxxxxxxxxx xxx,
2. xxxxxxx xxxxxx xxx podnikatelských xxxxxx,
3. xxxxxxx xxxxxxxxxxx xxxxxx xxxxxxxxxxxx xxxxxxx,
4. korekční xxxxxx xxxxxx,
5. míru xxxxxxxxxx xxxxxxxxx báze xxxxx,
6. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx xxxxxxxx,
7. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx hodnot xxxxx,
8. xxxxxxxxx náklady xx xxxxx xxxxx xxx xxxxxxx xxxxxxxxxxxxxx xxxxxxxx,
9. xxxxxxxx xxxxxxxx xxxxx,
10. xxxxxxxxx množství xxxxx xxx xxxxxxx xxxxxxxxxxxxxx xxxxxxxx xxxxxxxxxxxxx xxxxxxxxxxx soustavy,
11. plánované xxxxxxx vypořádání xxxxxxx xxxxx mezi xxxxxxxxxxxxx xxxxxxxxxx,
12. xxxxxxxx faktor xxxxxxxxx xxxx xxxxx,
13. xxxxxxxx xxxxxx xxxxx,
14. xxxxxxxx xxxxxx xxx xxxxxxx xxxxxxxxxx xxxxx,
15. xxxxxxxxx xxxxxxx xx xxxxx xxxxx xxx xxxxx povoleného xxxxxxxx xxxxx x distribuční xxxxxxxx,
16. xxxxxxxxxx hodnotu xxxxxxxxxxxx xxxxxxx xx xxxxxx xxxxxxxxx xx xxxxxxx xxxxxxxxxxxxx zařízení,
17. xxxxxxxxxxx xxxxxx xxxxxxxxxxxx xxxxxxx na úhradu xxxxxxxxx xx xxxxxxx xxxxxxxxxxxxx zařízení.
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxxxx =
|
&xxxx;
________________
|
&xxxx; | &xxxx;
Σxx=1 XXX (XX-XXX)xx
|
xxx
CPIi-2
|
|
CPIi-1
|
||
UPVpei = XXxxx - XxxXx - Xxxxxxx - XxxXXXx-2 x
|
_______
|
x
|
______
|
+ Xxxx
|
&xxxx; | &xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx; |
xxx
&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 =
|
______
|
x XXXxxx + KFpezi
|
100
|
kde
xxx
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x&xx;1, xxxxxx ≤ 1
|
ZHApepIt-1
|
||
|
||
RABpe0
|
||
kpeplt =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x=1, xxxxxx ≤ 1
|
&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; |
&xxxx;
Xxxx = Zpei-2 x
|
&xxxx;
_________________
|
&xxxx;
x (XXx-2 - XXXXx-2) xxx HHNPi-2 &xx; XXx-2 < XXxxxx-2
|
&xxxx; | &xxxx;
XXxxxx-2 - XXXXx-2
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; |
&xxxx;
Xxxx = Xxxx-2 x
|
&xxxx;
________________
|
&xxxx;
x (XXx-2 - XXXXx-2) xxx XXXXx-2 &xx; XXx-2 > XXxxxx-2
|
&xxxx; | &xxxx;
XXXXx-2 - XXxxxx-2
|
&xxxx; |
kde
PRNpei + XXxxxxx
|
|
&xxxx;
xxxxxx =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
XXXX2xxxx
|
xxx
xxx
&xxxx; | &xxxx;
xxXXx x XXXXxxxx
|
&xxxx;
XXXxxx =
|
&xxxx;
_______________
|
&xxxx; | &xxxx;
100
|
xxx
UPVpei
|
||
cpei =
|
&xxxx;
__________
|
&xxxx;
+ xxxxxx
|
&xxxx; | &xxxx;
XXXX1xxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxx =
|
&xxxx;
__________
|
&xxxx; | &xxxx;
XXXXX1x
|
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
kde
xxx
Σmk=1 xxx x xx
|
|
&xxxx;
Xx =
|
_____________
|
Σmk=1 x0x x vk
|
kde
kde
&xxxx; | &xxxx;
XXXxxxx
|
&xxxx;
xxxxxxx =
|
&xxxx;
_______________
|
&xxxx; | &xxxx;
XXXXxxx-2 + KTRxi
|
kde
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxxx = XXxxx0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
xxx
MVdei
|
||
Zdxei =
|
&xxxx;
______
|
&xxxx;
x XXXxxxx + KFdxezi
|
100
|
kde
kde
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x&xx;1, xxxxxx ≤ 1
|
ZHAdepI-1
|
||
|
||
RABde0
|
||
kdeplt =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x=1, kdeplt ≤ 1
|
&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
|
&xxxx;
Xxxxxxxx = Xxxxxxxxx-2 + (XxxxXXx-2 x xXX + Xxxxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
______
|
|
&xxxx; | &xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
xxx
xxx
&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 HHNPi-2 &xx; XXx-2 < XXxxxx-2
|
&xxxx; | &xxxx;
2
|
&xxxx;
|
&xxxx;
XXxxxx-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 - DHNPi-2) xxx XXXXx-2 > XXx-2 &xx; XXxxxx-2
|
&xxxx; | &xxxx;
2
|
&xxxx;
|
&xxxx;
XXXXx-2 - DQmini-2
|
|
Zdei-2
|
|
||
Qdei-2max =
|
&xxxx;
_____
|
&xxxx;
x
|
&xxxx;
XXXx-2 pro XXx-2 ≥ DQmaxi-2
|
2
|
|
||
|
|
||
-Zdei-2
|
|
||
Qdei-2min =
|
&xxxx;
_____
|
&xxxx;
x
|
&xxxx;
XXXx-2 xxx DQi-2 ≤ XXxxxx-2
|
&xxxx; | &xxxx;
2
|
&xxxx;
|
&xxxx; |
kde
&xxxx; | &xxxx;
XXXXXXxx x XXXXXXXxx
|
&xxxx;
XXXXXXx =
|
&xxxx;
_________________
|
&xxxx; | &xxxx;
XXXXXXXxx
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx;
XXXXXXxx x XXXXXXxx
|
&xxxx;
XXXXXx =
|
_________________
|
RMEKZVNei
|
kde
&xxxx; | &xxxx;
xxxxxxx x xxxx
|
&xxxx;
xxxxxxxx =
|
&xxxx;
__________
|
&xxxx; | &xxxx;
12
|
xxx
&xxxx; | &xxxx;
xxxx
|
&xxxx;
xxxx = knri +
|
____
|
100
|
kde
&xxxx; | &xxxx;
XXXxxxx
|
&xxxx;
xxxxxxx =
|
________
|
RDME2xi
|
kde
kzdxei x XXXXxxxxx
|
|
&xxxx;
XXXxxxx =
|
&xxxx;
_______________
|
&xxxx; | &xxxx;
100
|
xxx
&xxxx; | &xxxx;
xxxxxxx x RKKZxei
|
|
sdxei =
|
&xxxx;
_____________
|
&xxxx;
+ xxxxxxx
|
&xxxx; | &xxxx;
XXXXXxxx
|
&xxxx; |
xxx
&xxxx; | &xxxx;
|
&xxxx;
x
|
&xxxx;
|
&xxxx; | &xxxx;
XXX(XX-XXX)xx +
|
&xxxx;
Σ
|
&xxxx;
XXX(XXXx-XXX)xx-2
|
&xxxx; | &xxxx;
|
&xxxx;
x=1
|
&xxxx;
|
&xxxx;
xxXXXxxxx = xxXXXxxxx + cperci x
|
&xxxx;
_____________________________
|
||
&xxxx; | &xxxx;
XXXXXXXxx-2 + KTRVVNi
|
|
n
|
|
|
TE(PS-VVN)ei +
|
&xxxx;
Σ
|
&xxxx;
XX(XXXx-XXX)xx-2
|
|
&xxxx; | &xxxx;
|
&xxxx;
x=1
|
&xxxx;
|
&xxxx;
xxXXXxxxx = xxXXXxxxx + cpepsi x
|
&xxxx;
_____________________________
|
||
&xxxx; | &xxxx;
XXXX2XXXx
|
&xxxx; | &xxxx;
XXXXXXx
|
&xxxx;
xxXXxxxx = xxXXxxxx + xxXXXxxxx x
|
&xxxx;
__________________
|
&xxxx; | &xxxx;
XXXXXXxx-2 + KTRVNi
|
TETRVVNei
|
|
cdVNepzi = sdVNepzi + xxXXXxxxx x
|
__________________
|
RDME2VNi
|
kde
&xxxx; | &xxxx;
XXXXXXxx
|
&xxxx;
xxXXxxxx = sdNNepzi +xxXXxxxx x
|
&xxxx;
___________
|
&xxxx; | &xxxx;
XXXX2XXx
|
&xxxx; | &xxxx;
xxXXXxxxx x XXXXXXXxx-2
|
&xxxx; |
&xxxx;
xxXXXxx =
|
&xxxx;
___________________
|
&xxxx;
+ xxXXXxxxx
|
&xxxx; | &xxxx;
XXXXXXXXxx
|
&xxxx; |
&xxxx; | &xxxx;
xxXXxxxx x XXXXXXxx-2
|
&xxxx; |
&xxxx;
xxXXxx =
|
&xxxx;
_________________
|
&xxxx;
+ xxXXxxxx
|
&xxxx; | &xxxx;
XXXXXXXXxx
|
&xxxx; |
xxx
TETRVNei
|
|
TETRVNei
|
|
cdNNei = xxXXxx + (xxXXxx - xxXXxxxx) x
|
&xxxx;
_________
|
&xxxx;
+ xxXXxxxx x
|
&xxxx;
__________
|
&xxxx; | &xxxx;
XXXX1XXx
|
&xxxx;
|
&xxxx;
XXXX2XXx
|
xxx
&xxxx; | &xxxx;
XXXxxx
|
&xxxx;
xxxx =
|
&xxxx;
________
|
&xxxx; | &xxxx;
XXXx
|
UPVoti
|
|
soti =
|
&xxxx;
________
|
&xxxx; | &xxxx;
XXXXxxxx
|
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
xxx
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
&xxxx;
______
|
&xxxx;
x PNoti
|
100
|
kde
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Ootpli-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;
XXxxx = [XXXxxx-2 + Votosti-2 - XXxxx-2] x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
xxx
&xxxx;
&xxxx; | &xxxx;
x
|
&xxxx; |
&xxxx; | &xxxx;
Σ
|
&xxxx;
(XXXxxxxx + XXXxxxx + XXXxxxxx) + XXxxxx
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
&xxxx;
xxxxxx = ___________________________________
|
||
&xxxx;
XXXXx
|
xxx
m
|
p
|
m
|
m
|
||||
VCNvozij =
|
&xxxx;
Σ
|
&xxxx;
Σ
|
&xxxx;
(xxxxxxx - xxxx) x XXXxxxxxx +
|
&xxxx;
Σ
|
&xxxx;
xxxxxxx x XXXxxxxxx +
|
&xxxx;
Σ
|
&xxxx;
(xxxxxxxxxx + xxxx) x XXXxxxxx
|
&xxxx; | &xxxx;
x=1
|
&xxxx;
x=1
|
&xxxx; | &xxxx;
x=1
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
u
|
|
||
VCNvkij =
|
&xxxx;
Σ
|
&xxxx;
xxXxx x PMEKir
|
|
r=1
|
kde
&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
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Xxxxxx-2) x
|
_______
|
x
|
_______
|
pro x &xx; 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
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;
+ 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 = (Xxxxxxx-2 - Xxxxxxx-2) x
|
_______
|
x
|
_______
|
pro x &xx; 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
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
|
&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
xxx
xxx
It
|
|
PNppi = PNpp0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
kde
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
&xxxx;
______
|
&xxxx;
x XXXxxx + XXxxxx - KFppzi
|
100
|
kde
xxx
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
|
________
|
pro x=1+x, x&xx;1, xxxxxx ≤1
|
&xxxx; | &xxxx;
XXXxxxxx-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
|
&xxxx; |
&xxxx;
xxxxxx =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x=1, xxxxxx ≤1
|
ZHApppII
|
kde
xxx
kde
kUPVzexi x xxx
|
|
&xxxx;
xxxxxxx =
|
____________
|
100 x XXXxxxxx
|
xxx
&xxxx; | &xxxx;
xXXXxxxx x (1- xxx)
|
&xxxx;
xxxxxxx =
|
&xxxx;
_________:______
|
&xxxx; | &xxxx;
100 x PMNzexij
|
kde
xxx
xxx
kUPVheni x xxx
|
|
&xxxx;
xxxxxxx =
|
_____________
|
100 x XXXxxxxx
|
xxx
xxx
&xxxx; | &xxxx;
xXXXxxxx x xxx
|
&xxxx;
xxxxxxx =
|
&xxxx;
_____________
|
&xxxx; | &xxxx;
100 x PDKzenij
|
kde
xxx
xxx
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
|
&xxxx;
XXxxx = PNdp0 x (1 - Xxx)x x Π1+x-1x=1
|
&xxxx;
____
|
&xxxx; | &xxxx;
100
|
xxx
xxx
xxx
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
|
&xxxx;
______
|
&xxxx;
x XXXxxx + KFdpzi
|
100
|
kde
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
|
|
kdpplt =
|
&xxxx;
________
|
&xxxx;
xxx x=1+x, x=1
|
&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
12
|
||
NZdpi =
|
&xxxx;
Σ
|
&xxxx;
(XXXxxxx x PZTdpiz)
|
z=1
|
kde
12
|
||
NVSdpi =
|
&xxxx;
Σ
|
&xxxx;
(XXXxxxx x XXXxxxx)
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Xxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
xxx 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
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
x
|
&xxxx;
______
|
&xxxx;
+ KFppRABt x
|
______
|
x
|
______
|
|
100
|
|
100
|
|
100
|
|
100
|
|
100
|
kde
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
|
&xxxx;
XXxxx = (XXXXxxx-2 + KFppkzi-2 + XXxxxx-2 + XXxxxx-2) x
|
_______
|
x
|
_______
|
|
|
100
|
|
100
|
kde
kde
&xxxx; | &xxxx;
|
&xxxx;
|
&xxxx;
x
|
&xxxx; |
&xxxx;
XXxxxxxx-2 =
|
&xxxx;
Σ
|
&xxxx;
[xxxxxxxx-2 x
|
Σ
|
(PMNszexmij-2 x XXXxxxx-2)]
|
&xxxx; | &xxxx;
x
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
|
n
|
|||
FGppsdexi-2 =
|
&xxxx;
xxxxxxxx-2 x
|
&xxxx;
Σ
|
&xxxx;
(XXXxxxxxx-2 x XXXxxxx-2)
|
|
&xxxx; | &xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
xxx
xxx
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Odpski-2 - Xxxxxx-2) x
|
&xxxx;
_______
|
&xxxx;
x
|
&xxxx;
_______
|
&xxxx;
xxx x > 3
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
&xxxx;
100
|
&xxxx;
|
xxx
xxx
|
MVdpi-2
|
|
CPIi-2
|
|
CPIi-1
|
|
MVdpi-1
|
|
CPIi-1
|
KFdpzi = KFdpRABt 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
|
||
KFdpi = [XXxxx-2 + XXxxx + XXxxx-2 + XXXxxx-2 + XXxxx-2 + NPdpi-2 - XXxxx-2] x
|
_______
|
x
|
______
|
|
100
|
|
100
|
kde
&xxxx; | &xxxx;
12
|
&xxxx;
|
|
&xxxx;
XXxxx-2 = (
|
Σ
|
(NCPdpski-2z x PZTdpski-2z)) + xxxx-2 - XXXxxx-2
|
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
&xxxx; | &xxxx;
12
|
&xxxx;
|
|
&xxxx;
XXXxxx-2 = (
|
Σ
|
(NCPdpski-2z x XXXxxxxx-2x)) + xxxx-2 x XXXxxxxx-2
|
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
xxx
&xxxx; | &xxxx;
Xxxxxxx toky x xxxxx xxxxxxxx xxxxxxx xxxxxxxxxxxxx xxxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx; | &xxxx;
Xxxxxx xxx
|
&xxxx;
xxx 1
|
&xxxx;
xxx 2
|
&xxxx;
xxx 3
|
&xxxx;
xxxxx xxx...
|
&xxxx;
xxx xxxxxxxx xxxxxxxxxx xxxxxxxxxxx
|
&xxxx; | &xxxx;
Xxxxx xxxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
|
&xxxx;
X
|
&xxxx;
+
|
&xxxx;
Xxxxxx odpisy x xxxx xxxxxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
|
&xxxx;
X
|
&xxxx;
|
&xxxx;
__________________________________________________________________________________________________
|
|||||
&xxxx;
=
|
&xxxx;
Xxxxxx xxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx; | &xxxx;
X
|
&xxxx;
x
|
&xxxx;
Xxxxxxxxx xxxxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx; | &xxxx;
X
|
&xxxx;
|
&xxxx;
__________________________________________________________________________________________________
|
|||||
&xxxx;
1
|
&xxxx;
Xxxxxxxxxxxx xxxxxx xxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx; | &xxxx;
X
|
&xxxx; | ||||||
&xxxx; | &xxxx;
Xxxxxxx xxx
|
|||||
&xxxx; | &xxxx;
Xxxx xxxxxx
|
&xxxx;
X
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx; | &xxxx;
__________________________________________________________________________________________________
|
|||||
&xxxx;
=
|
&xxxx;
Xxxxxxx xxx
|
&xxxx;
X
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx;
|
&xxxx;
__________________________________________________________________________________________________
|
|||||
&xxxx;
x
|
&xxxx;
Xxxxxxxxx xxxxx
|
&xxxx;
X
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx;
|
&xxxx;
__________________________________________________________________________________________________
|
|||||
&xxxx;
2
|
&xxxx;
Xxxxxxxxxxxx záporný xxx
|
&xxxx;
X
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; |
&xxxx;
1-2
|
&xxxx;
Xxxxx xxxxxxxx xxxxxxx
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
X
|
&xxxx;
|
&xxxx;
X
|
&xxxx;
Xxxxxxx
|
&xxxx;
Xxxxxxx výrobní xxxxxxx
Xx
|
&xxxx;
Xxxxxxx na elektřinu
|
Náklady xx xxxxx
|
&xxxx;
Xxxxxxx xx xxxxxxx xxxxxx
|
||||
&xxxx;
βxx
|
&xxxx;
Xxx
|
&xxxx;
βxx
|
&xxxx;
Xxx
|
&xxxx;
βxxx
|
&xxxx;
Xxxx
|
|||
&xxxx;
xxx. Xx
|
&xxxx;
|
&xxxx;
xxx. Xx
|
&xxxx;
|
&xxxx;
xxx. Kč
|
|
tis. Xx
|
||
Xxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxxxxx xxxxxxx (xxxxxxx xxxxxxxx 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, odpady)
|
||||||||
Popeloviny (xxxxxxxxxx xxxxxx xxxxxx)
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx xxxxxxxx xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxx a xxxxxxx xxxxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxx a xxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxx
|
&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 režie
|
||||||||
Správní xxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxx x xxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
Xxxxxxx stálé xxxxxxx
|
&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
&xxxx;
Σ Xx
|
&xxxx; | &xxxx;
Σ Nei
|
|
Σ Xxx
|
&xxxx;
|
&xxxx;
Σ Nvzi
|
||
Jednotkové náklady 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 elektřinu
|
Nei = Xx x βxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
Xxx = Xx x βxx
|
&xxxx;
|
&xxxx;
xx xxxxxxx xxxxxx
|
&xxxx;
Xxxx = Xx x βxxx
|
&xxxx;
|
&xxxx;
xxxxxx xxxx
|
&xxxx;
βxx + βti + βxxx = 1
|
&xxxx;
|
xxx
3,6 x Xxx
|
&xxxx;
|
||
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxxx =
|
________________
|
|
Qkjd + 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 elektřinu
|
βre =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + 3,6 x Xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + 3,6 x Ekj
|
|
kde
&xxxx;
Xxxxxxx
|
&xxxx;
Xxxxxxxxxxx koeficienty
|
||
|
na elektřinu
|
na xxxxx
|
|
Xxxxxx
|
xxxxxxx v XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
xxxxxxx x xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx
|
xxxxxxxxx x xxxxxxx xxxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
xxxxxxxxx xx sítě
|
|
1
|
|
Opravy x xxxxxx
|
xxxxx xxxxxx x xxxxx XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
xxxxx xxxxxx x xxxxx kotlů
|
|
1
|
|
Servis
|
servis XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
Xxxxxx
|
xxxxxx XX
|
&xxxx;
βxxx
|
&xxxx;
βxxx
|
xxxxxx kotlů
|
|
1
|
|
Ostatní xxxxxxx
|
XX + kotle
|
βre
|
βrt
|
Xxxxxx x xxxxxx
|
XX + kotle
|
βoe
|
βot
|
Odpisy
|
KJ + xxxxx
|
&xxxx;
βxx
|
&xxxx;
βxx
|
&xxxx;
Xxxxxxxxxx xxxxxxxxxx xxxxx
x XX
|
&xxxx;
Xxxxxxxxxxx xxxxxxxxxxx
|
|
&xxxx;
xx xxxxxxxxx
βxxx
|
&xxxx;
xx teplo
βkjt
|
|
menší xxx 45 kW
|
0,35
|
0,65
|
45 xx 142 xX
|
&xxxx;
0,4
|
&xxxx;
0,6
|
&xxxx; | &xxxx; | &xxxx;
x
|
&xxxx;
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
_______
|
|
e + ket
|
|
||
|
|
||
ket
|
|
||
na xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
______
|
|
e + xxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxx
|
&xxxx;
|
&xxxx;
xxxxxxxxxxx xxxxx
|
&xxxx;
x =
|
&xxxx;
________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
xxx
ΣNei
|
|
||
na xxxxxxxxx
|
&xxxx;
XXX =
|
___________
|
|
Ekj
|
|
||
|
|
||
ΣNti x 1000
|
&xxxx;
|
||
&xxxx;
xx xxxxxxxx energii
|
JNT =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx;
|
&xxxx;
xx elektřinu
|
βe =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βt =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx + Qtep
|
|
kde
kde
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxxxxxx xxxxxxx, xxxx, opravy x xxxxxx
|
xxxxxxxx xxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxxxxxxx xxxxxx xxxxxxxxx
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxxx xxxxxx xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxx a xxxxxxx
|
xxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βe
|
|
na 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 xxxxxxx
|
&xxxx;
βxx =
|
&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 energie (xxxxxxx spotřeba elektřiny)
|
z xxxxxxx xxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxx ze xxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxx, xxxxxxxxxx, xxxxxx x xxxxxx, xxxxxx
|
xxxxxxxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxx xxxxxxx
|
xxxxxxxxxxx a 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 + Qtep + Xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx;
|
&xxxx;
xx xxxxxxx xxxxxx
|
&xxxx;
βxx =
|
______________
|
|
Qel + Xxxx + Xxx
|
&xxxx;
|
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx teplo
|
na xxxxxxx vzduch
|
|
Palivo
|
teplárna
|
βe
|
βt
|
βvz
|
Elektrická xxxxxxx, xxxx, opravy, údržba, xxxxxx
|
xxxxxxxx náklady
|
βe
|
βt
|
βvz
|
specifické xxxxxx xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxxx xxxxxxx strojovny
|
1
|
|
|
|
specifické xxxxxx xx xxxxxxx 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 xxxx elektrárna
|
JNT =
|
&xxxx;
_________
|
&xxxx;
|
&xxxx; | &xxxx;
x xxxxxxxx xxxxx xxxx 4
|
&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; | &xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx;
xxxxxxxx a xxxxxxxxxx xxxxx
|
&xxxx; | &xxxx;
ΣXxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
xxxx 2, xxx výtopenských
|
JNT =
|
&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 =
|
__________
|
|
Qtep + Qvyt
|
na xxxxxxx xxxxxx
|
&xxxx; | &xxxx;
ΣXxxx x 3,6
|
&xxxx;
|
&xxxx;
ΣXxxx x 3,6
|
|
JNVZ =
|
&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
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx;
XXXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx x (ivy - ivs)
|
|
|
|
|
|
|
|||
ΣNvzi
|
|
|
|||
JNVZ =
|
&xxxx;
_______
|
&xxxx;
|
&xxxx; | &xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
Xxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx
|
&xxxx;
|
&xxxx;
xx elektřinu
|
βse =
|
&xxxx;
_____________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx + Xxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxx
|
&xxxx;
|
&xxxx;
xx tepelnou xxxxxxx
|
&xxxx;
βxx =
|
______________
|
|
3,6 x Xxxx + Xxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx;
Xxx =Xxxx - Qdv
|
&xxxx;
|
|
&xxxx; | &xxxx; | &xxxx;
ηx
|
&xxxx;
|
&xxxx; | &xxxx;
Xxx = Xxxxx x
|
&xxxx;
_______
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
100
|
&xxxx; |
xxx
&xxxx; | &xxxx; | &xxxx;
Xx
|
&xxxx; | &xxxx; |
&xxxx; | &xxxx;
Xxx = 3,6 x
|
&xxxx;
___
|
&xxxx;
x Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xx
|
&xxxx; | &xxxx; |
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx teplo
|
|
Palivo
|
spálené x xxxxxxx - xxxxxx x kotlem
|
βse
|
βst
|
spálené v xxxxxxx - provoz xx xxxxxxx
|
&xxxx;
1
|
&xxxx;
|
|
xxxxxxxxx a xxxxxxx ve spalinovém xxxxx
|
&xxxx;
|
&xxxx;
1
|
|
xxxxxxx x palivových xxxxxxx (ve xxxxxxx)
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx (xxxxxxx spotřeba xxxxxxxxx)
|
x xxxxxxx xxxxxx
|
&xxxx;
|
&xxxx;
1
|
xxxxx xx xxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxx xxxxxxxxxxxxx
|
xxxxxxxx, xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + Xxxxx
|
&xxxx; |
&xxxx;
xx xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Mopal + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + Mdpal
|
|
na xxxxxxxx energii
|
βxt =
|
&xxxx;
_______________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + Mopal
|
|
na xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Xxxxx + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + Mdpal + Xxxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx xxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
______________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Xxxxx + Xxxxx
|
&xxxx; |
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx teplo
|
|
Ekologie, xxxxxx, opravy, 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 s kotlem
|
JNE =
|
&xxxx;
_________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx - Eevs
|
|
|
|
||
ΣNei
|
|
||
při xxxxxxxxx xxxxxxx xxxxxxx x xxxxxx
|
&xxxx;
XXX =
|
&xxxx;
______________
|
&xxxx;
|
&xxxx;
x xx xxxxxxx
|
&xxxx; | &xxxx;
Xxxx + Xxxx - Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx;
xxxxxxxx xxx xxxxxxxxxx výtopenských kotlů
|
JNT =
|
&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 palivovými xxxxxxxxxxxx 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 + Xxxx
|
&xxxx;
|
xxx
&xxxx; | &xxxx; | &xxxx;
3,6 x Essv
|
|
na xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
_____________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Xxxx + Qsv + Qovv
|
|
|
|
||
Qsv + Xxxx
|
&xxxx;
|
||
&xxxx;
xx tepelnou energii
|
βst =
|
&xxxx;
____________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
3,6 x Essv + Qsv + Xxxx
|
&xxxx;
|
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx teplo
|
|
Palivo
|
spálené v xxxxxxx - provoz 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 xx výtopenských xxxxxxx
|
&xxxx;
|
&xxxx;
1
|
|
Xxxxxxxxxx xxxxxxx (xxxxxxx xxxxxxxx elektřiny)
|
z xxxxxxx xxxxxx
|
&xxxx;
βx
|
&xxxx;
βx
|
xxxxx xx 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 βxx + Xxxxx + (Xxxxx + Xxxxx) x βe
|
|
na xxxxxxxxx
|
&xxxx;
βxx =
|
&xxxx;
________________________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Xxxxx + Mdpal + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βct + (Xxxxx + Xxxxx) x βx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βxt =
|
&xxxx;
________________________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx + Mopal + Xxxxx + Xxxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βce + Xxxxx + (Mdpal + Mkpal) x βx
|
&xxxx;
|
&xxxx;
xx elektřinu
|
βre =
|
________________________________
|
|
Mspal + Mopal + Xxxxx + Xxxxx + Xxxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxxx x βxx + (Xxxxx + Mkpal) x βx + Xxxxx
|
&xxxx;
|
&xxxx;
xx xxxxxxxx energii
|
βrt =
|
________________________________
|
|
Mspal + Xxxxx + Xxxxx + Xxxxx + Xxxxx
|
&xxxx; |
xxx
&xxxx;
Xxxxxxx
|
&xxxx;
xx xxxxxxxxx
|
&xxxx;
xx xxxxx
|
|
Xxxxxx 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 PPC
|
JNE =
|
______________
|
|
Essv + Xxx - Xxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx;
xxxxxxxxx provozu plynové xxxxxxx
|
&xxxx; | &xxxx;
ΣXxx
|
&xxxx;
|
&xxxx;
x využitím xxxxx x do xxxxxxx
|
&xxxx;
XXX =
|
&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 bez xxxxxxxxxxxx xxxxx
|
&xxxx;
XXX =
|
&xxxx;
___________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 1000
|
&xxxx;
|
&xxxx; | &xxxx;
XXX =
|
___________
|
|
Qtep + Xxxx
|
&xxxx;
|
||
&xxxx; | &xxxx; | &xxxx;
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
ΣXxx x 3,6
|
&xxxx;
|
&xxxx;
xxxxxxxx x XXX x x xxxxxxxxxxxx kotli
|
JNT =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx + Qvyt
|
|
|
|
||
ΣNti x 1000
|
&xxxx;
|
||
&xxxx; | &xxxx;
XXX =
|
&xxxx;
________________
|
&xxxx;
|
&xxxx; | &xxxx; | &xxxx;
Xxxx + Xxxx + Qvyt
|
|
kde