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Accession Type:
Network
Ajay_Bhalla_
2007_ReacDiff2
Shared_Object_
Ajay_Bhalla_
2007_ReacDiff
PKC
MAPK
Ras
CaM
PKM
chain
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[1]
PKC
MAPK
Ras
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[3]
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[2]
PKC
MAPK
Ras
CaM
PKM
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[4]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[5]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[6]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[7]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[8]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[9]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[10]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[11]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[12]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[13]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[14]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[15]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[16]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[17]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[18]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[19]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[20]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[21]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[22]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[23]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[24]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[25]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[26]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[27]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[28]
 Molecule
 Enzyme
 Reaction
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[29]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[30]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[31]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[32]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[33]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[34]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[35]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[36]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[37]
PKC
MAPK
Ras
CaM
PKM
Shared Object_
Ajay_Bhalla_
2007_ReacDiff2_
[38]
PKC
MAPK
Ras
CaM
PKM

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Reaction List for pathway Shared Object_Ajay_Bhalla_2007_ReacDiff2[28] (Pathway Number 852)

Kd is calculated only for second order reactions, like nA+nB <->nC or nA<->nC+nD, where n is number and A,B,C,D are molecules, where as for first order reactions Keq is calculated. Kd for higher order reactions is not considered.
  Name KfKbKdtauSubstrateProduct
1 Ca_diff5
(s^-1)
5
(s^-1)
Keq = 1(uM)0.1secCa_input
Ca
2 Ras-act-craf9.9998
(uM^-1 s^-1)
0.5
(s^-1)
Kd(bf) = 0.05(uM)-craf-1*
GTP-Ras
Raf*-GTP-Ras
  Assume the binding is fast and limited only by the amount of Ras* available. So kf=kb/[craf-1] If kb is 1/sec, then kf = 1/0.2 uM = 1/(0.2 * 6e5) = 8.3e-6 Later: Raise it by 10 X to 4e-5 From Hallberg et al JBC 269:6 3913-3916 1994, 3% of cellular Raf is complexed with Ras. So we raise kb 4x to 4 This step needed to memb-anchor and activate Raf: Leevers et al Nature 369 411-414 May 16, 2003 Changed Ras and Raf to synaptic levels, an increase of about 2x for each. To maintain the percentage of complexed Raf, reduced the kf by 2.4 fold to 10.
3 Ras-act-unphosph
-raf
0
(uM^-1 s^-1)
0
(s^-1)
--craf-1
GTP-Ras
Raf-GTP-Ras
  18 May 2003. This reaction is here to provide basal activity for MAPK as well as the potential for direct EGF stimulus without PKC activation. Based on model from FB/fb28c.g: the model used for MKP-1 turnover. The rates there were constrained by basal activity values.


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