jenkinson1
The SBML for this model was obtained from the BioModels database (BioModels ID: BIOMD0000000399) Biomodels notes: Figure 1 and S1 of the reference publication has been reproduced here. The inconsistency between the y-axis measure of the curation figure and that of the paper is due to the units. In the papers, ERK_PP concentration dynamics is measured in mol/m3 and as the number of molecules. The plot shows the dynamics of ERK_PP for different values of EGF ranging from 0.0625ng/mL to 50ng/mL. In the model, EGF is presented as the number of molecules. EGF=5962molecules correspond to 50ng/mL, 596.2molecules correspond to 5ng/mL, 49.62 correspond to .5ng/mL, 12.405molecules correspond to 0.125ng/mL and 6.2025molecules correspond to 0.0625ng/mL. The simulated was done using Copasi v4.7 (Build 34). JWS Online curation: This model was curated by reproducing Figures 1A and 1B.
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| Simulation | |
|---|---|
| jenkinson2011_Fig1 |
Unit definitions have no effect on the numerical analysis of the model. It remains the responsibility of the modeler to ensure the internal numerical consistency of the model. If units are provided, however, the consistency of the model units will be checked.
| Name | Definition | |
|---|---|---|
| — | 1.0 item | |
| — | 60.0 second | |
| — | 1e-12 litre | |
| — | 0.016666666666666666 second^(-1.0) | |
| — | 0.016666666666666666 item second^(-1.0) | |
| — | 0.016666666666666666 second^(-1.0) item^(-1.0) | |
| — | 1.6666666666666667e-14 litre item^(-1.0) second^(-1.0) |
| Id | Name | Spatial dimensions | Size | |
|---|---|---|---|---|
| c1 | extracellular volume | 3.0 | 1.0 | |
| c2 | cytoplasm | 3.0 | 1.0 | |
| c3 | endosomal volume | 3.0 | 0.0000043 |
| Id | Name | Initial quantity | Compartment | Fixed | |
|---|---|---|---|---|---|
| EGF_EGFR_act | t_EGF_EGFR* | 0.0 | c2 (cytoplasm) | ✔ | |
| ERK_PP | t_ERK_PP | 0.0 | c2 (cytoplasm) | ✔ | |
| MEK_PP | t_MEK_PP | 0.0 | c2 (cytoplasm) | ✔ | |
| Raf_act | t_Raf* | 0.0 | c2 (cytoplasm) | ✔ | |
| Ras_GTP | t_Ras_GTP | 0.0 | c2 (cytoplasm) | ✔ | |
| SHC_P_t | t_SHC_P_t | 0.0 | c2 (cytoplasm) | ✔ | |
| x1 | EGF | 4962.0 | c1 (extracellular volume) | ✔ | |
| x10 | EGF-EGFRi | 0.0 | c2 (cytoplasm) | ✘ | |
| x11 | EGF-EGFRi^2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x12 | Prot | 81000.0 | c2 (cytoplasm) | ✘ | |
| x13 | EGFideg | 0.0 | c3 (endosomal volume) | ✘ | |
| x14 | GAP | 12000.0 | c2 (cytoplasm) | ✘ | |
| x15 | EGF-EGFR*^2-GAP | 0.0 | c3 (endosomal volume) | ✘ | |
| x16 | EGFi | 0.0 | c2 (cytoplasm) | ✘ | |
| x17 | EGF-EGFRi*^2-GAP | 0.0 | c2 (cytoplasm) | ✘ | |
| x18 | EGF-EGFRi*^2-GAP-Grb2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x19 | EGF-EGFRi*^2-GAP-Grb2-Sos | 0.0 | c2 (cytoplasm) | ✘ | |
| x2 | EGFR | 50000.0 | c1 (extracellular volume) | ✘ | |
| x20 | EGF-EGFRi*^2-GAP-Grb2-Sos-Ras-GDP | 0.0 | c2 (cytoplasm) | ✘ | |
| x21 | EGF-EGFRi*^2-GAP-Grb2-Sos-Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x22 | Grb2 | 11000.0 | c2 (cytoplasm) | ✘ | |
| x23 | EGF-EGFR*^2-GAP-Grb2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x24 | Sos | 26300.0 | c2 (cytoplasm) | ✘ | |
| x25 | EGF-EGFR*^2-GAP-Grb2-Sos | 0.0 | c2 (cytoplasm) | ✘ | |
| x26 | Ras-GDP | 72000.0 | c2 (cytoplasm) | ✘ | |
| x27 | EGF-EGFR*^2-GAP-Grb2-Sos-Ras-GDP | 0.0 | c2 (cytoplasm) | ✘ | |
| x28 | Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x29 | EGF-EGFR*^2-GAP-Grb2-Sos-Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x3 | EGF-EGFR | 0.0 | c2 (cytoplasm) | ✘ | |
| x30 | Grb2-Sos | 40000.0 | c2 (cytoplasm) | ✘ | |
| x31 | Shc | 101000.0 | c2 (cytoplasm) | ✘ | |
| x32 | EGF-EGFR*^2-GAP-Shc | 0.0 | c2 (cytoplasm) | ✘ | |
| x33 | EGF-EGFR*^2-GAP-Shc* | 0.0 | c2 (cytoplasm) | ✘ | |
| x34 | EGF-EGFR*^2-GAP-Shc*-Grb2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x35 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos | 0.0 | c2 (cytoplasm) | ✘ | |
| x36 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos-Ras-GDP | 0.0 | c2 (cytoplasm) | ✘ | |
| x37 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos-Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x38 | Shc*-Grb2-Sos | 0.0 | c2 (cytoplasm) | ✘ | |
| x39 | Shc*-Grb2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x4 | EGF-EGFR^2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x40 | Shc* | 0.0 | c2 (cytoplasm) | ✘ | |
| x41 | Raf | 40000.0 | c2 (cytoplasm) | ✘ | |
| x42 | Raf-Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x43 | Ras-GTP* | 0.0 | c2 (cytoplasm) | ✘ | |
| x44 | Phosphotase1 | 40000.0 | c2 (cytoplasm) | ✘ | |
| x45 | Raf* | 0.0 | c2 (cytoplasm) | ✘ | |
| x46 | Raf*-P'ase | 0.0 | c2 (cytoplasm) | ✘ | |
| x47 | MEK | 22000000.0 | c2 (cytoplasm) | ✘ | |
| x48 | MEK-Raf* | 0.0 | c2 (cytoplasm) | ✘ | |
| x49 | MEK-P | 0.0 | c2 (cytoplasm) | ✘ | |
| x5 | EGF-EGFR*^2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x50 | MEK-P-Raf* | 0.0 | c2 (cytoplasm) | ✘ | |
| x51 | MEK-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x52 | MEK-PP-P'ase2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x53 | Phosphatase2 | 40000.0 | c2 (cytoplasm) | ✘ | |
| x54 | MEK-P-P'ase2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x55 | ERK | 21000000.0 | c2 (cytoplasm) | ✘ | |
| x56 | ERK-MEK-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x57 | ERK-P | 0.0 | c2 (cytoplasm) | ✘ | |
| x58 | ERK-P-MEK-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x59 | ERK-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x6 | EGFRi | 0.0 | c2 (cytoplasm) | ✘ | |
| x60 | Phosphotase3 | 10000000.0 | c2 (cytoplasm) | ✘ | |
| x61 | ERK-PP-P'ase3 | 0.0 | c2 (cytoplasm) | ✘ | |
| x62 | ERK-P-P'ase3 | 0.0 | c2 (cytoplasm) | ✘ | |
| x63 | EGF-EGFRi*^2-GAP-Shc | 0.0 | c2 (cytoplasm) | ✘ | |
| x64 | EGF-EGFRi*^2-GAP-Shc* | 0.0 | c2 (cytoplasm) | ✘ | |
| x65 | EGF-EGFRi*^2-GAP-Shc*-Grb2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x66 | EGF-EGFRi*^2-GAP-Shc*-Grb2-Sos | 0.0 | c2 (cytoplasm) | ✘ | |
| x67 | EGF-EGFRi*^2-GAP-Shc*-Grb2-Sos-Ras-GDP | 0.0 | c2 (cytoplasm) | ✘ | |
| x68 | EGF-EGFRi*^2-GAP-Shc*-Grb2-Sos-Ras-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x69 | Rasi-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x7 | EGF-EGFR*^2-GAP-Grb2-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x70 | Rafi-Rasi-GTP | 0.0 | c2 (cytoplasm) | ✘ | |
| x71 | Rasi-GTP* | 0.0 | c2 (cytoplasm) | ✘ | |
| x72 | Rafi* | 0.0 | c2 (cytoplasm) | ✘ | |
| x73 | Rafi*-P'ase | 0.0 | c2 (cytoplasm) | ✘ | |
| x74 | MEKi-Rafi* | 0.0 | c2 (cytoplasm) | ✘ | |
| x75 | MEKi-P | 0.0 | c2 (cytoplasm) | ✘ | |
| x76 | MEKi-P-Rafi* | 0.0 | c2 (cytoplasm) | ✘ | |
| x77 | MEKi-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x78 | MEKi-PP-P'ase2i | 0.0 | c2 (cytoplasm) | ✘ | |
| x79 | MEKi-P-P'ase2i | 0.0 | c2 (cytoplasm) | ✘ | |
| x8 | EGF-EGFRi*^2 | 0.0 | c2 (cytoplasm) | ✘ | |
| x80 | ERKi-MEKi-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x81 | ERKi-P | 0.0 | c2 (cytoplasm) | ✘ | |
| x82 | ERKi-P-MEKi-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x83 | ERKi-PP | 0.0 | c2 (cytoplasm) | ✘ | |
| x84 | ERKi-PP-P'ase3i | 0.0 | c2 (cytoplasm) | ✘ | |
| x85 | ERKi-P-P'ase3i | 0.0 | c2 (cytoplasm) | ✘ | |
| x86 | EGFRideg | 0.0 | c2 (cytoplasm) | ✘ | |
| x87 | EGF-EGFRi*^2deg | 0.0 | c2 (cytoplasm) | ✘ | |
| x88 | EGF-EGFR*^2-GAP-Grb2-Sos-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x89 | EGF-EGFR*^2-GAP-Grb2-Sos-Ras-GDP-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x9 | Proti | 0.0 | c2 (cytoplasm) | ✘ | |
| x90 | EGF-EGFR*^2-GAP-Grb2-Sos-Ras-GTP-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x91 | EGF-EGFR*^2-GAP-Shc*-Grb2-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x92 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x93 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos-Ras-GDP-Prot | 0.0 | c2 (cytoplasm) | ✘ | |
| x94 | EGF-EGFR*^2-GAP-Shc*-Grb2-Sos-Ras-GTP-Prot | 0.0 | c2 (cytoplasm) | ✘ |
Initial assignments are expressions that are evaluated at time=0. It is not recommended to create initial assignments for all model entities. Restrict the use of initial assignments to cases where a value is expressed in terms of values or sizes of other model entities. Note that it is not permitted to have both an initial assignment and an assignment rule for a single model entity.
| Definition |
|---|
| Id | Name | Objective coefficient | Reaction Equation and Kinetic Law | Flux bounds | |
|---|---|---|---|---|---|
| v1 | v1 | x1 + x2 = x3 k1 * x1 * x2 - kr1 * x3 | |||
| v10 | v10 | x6 + x16 = x10 k10 * x6 * x16 - kr10 * x10 | |||
| v100 | v100 | x60 + x81 = x85 k58 * x60 * x81 - kr58 * x85 | |||
| v101 | v101 | x85 = x55 + x60 k59 * x85 | |||
| v102 | v102 | x15 = x17 k6 * x15 - kr6 * x17 | |||
| v103 | v103 | x32 = x63 k6 * x32 - kr6 * x63 | |||
| v104 | v104 | x33 = x64 k6 * x33 - kr6 * x64 | |||
| v105 | v105 | x25 = x19 k6 * x25 - kr6 * x19 | |||
| v106 | v106 | x25 + x12 = x88 k4 * x25 * x12 - kr4 * x88 | |||
| v107 | v107 | x88 = x9 + x19 k5 * x88 | |||
| v108 | v108 | x27 = x20 k6 * x27 - kr6 * x20 | |||
| v109 | v109 | x27 + x12 = x89 k4 * x27 * x12 - kr4 * x89 | |||
| v11 | v11 | {2.0}x10 = x11 k2 * x10 * x10 - kr2 * x11 | |||
| v110 | v110 | x89 = x9 + x20 k5 * x89 | |||
| v111 | v111 | x29 = x21 k6 * x29 - kr6 * x21 | |||
| v112 | v112 | x29 + x12 = x90 k4 * x29 * x12 - kr4 * x90 | |||
| v113 | v113 | x90 = x9 + x21 k5 * x90 | |||
| v114 | v114 | x34 = x65 k6 * x34 - kr6 * x65 | |||
| v115 | v115 | x34 + x12 = x91 k4 * x34 * x12 - kr4 * x91 | |||
| v116 | v116 | x91 = x9 + x65 k5 * x91 | |||
| v117 | v117 | x35 = x66 k6 * x35 - kr6 * x66 | |||
| v118 | v118 | x35 + x12 = x92 k4 * x35 * x12 - kr4 * x92 | |||
| v119 | v119 | x92 = x9 + x66 k5 * x92 | |||
| v12 | v12 | x11 = x8 k3 * x11 - kr3 * x8 | |||
| v120 | v120 | x36 = x67 k6 * x36 - kr6 * x67 | |||
| v121 | v121 | x36 + x12 = x93 k4 * x36 * x12 - kr4 * x93 | |||
| v122 | v122 | x93 = x9 + x67 k5 * x93 | |||
| v123 | v123 | x37 = x68 k6 * x37 - kr6 * x68 | |||
| v124 | v124 | x37 + x12 = x94 k4 * x37 * x12 - kr4 * x94 | |||
| v125 | v125 | x94 = x68 + x9 k5 * x94 | |||
| v13 | v13 | ∅ > x2 k13 | |||
| v14 | v14 | x8 + x14 = x17 k14 * x8 * x14 - kr14 * x17 | |||
| v15 | v15 | x9 > x12 k15 * x9 | |||
| v16 | v16 | x22 + x15 = x23 k16 * x22 * x15 - kr16 * x23 | |||
| v17 | v17 | x24 + x23 = x25 k17 * x24 * x23 - kr17 * x25 | |||
| v18 | v18 | x26 + x25 = x27 k18 * x26 * x25 - kr18 * x27 | |||
| v19 | v19 | x27 = x28 + x25 k19 * x27 - kr19 * x28 * x25 | |||
| v2 | v2 | {2.0}x3 = x4 k2 * x3 * x3 - kr2 * x4 | |||
| v20 | v20 | x25 + x43 = x29 k20 * x25 * x43 - kr20 * x29 | |||
| v21 | v21 | x29 = x25 + x26 k21 * x29 - kr21 * x25 * x26 | |||
| v22 | v22 | x31 + x15 = x32 k22 * x31 * x15 - kr22 * x32 | |||
| v23 | v23 | x32 = x33 k23 * x32 - kr23 * x33 | |||
| v24 | v24 | x22 + x33 = x34 k24 * x22 * x33 - kr24 * x34 | |||
| v25 | v25 | x24 + x34 = x35 k25 * x24 * x34 - kr25 * x35 | |||
| v26 | v26 | x26 + x35 = x36 k18 * x26 * x35 - kr18 * x36 | |||
| v27 | v27 | x36 = x35 + x28 k19 * x36 - kr19 * x35 * x28 | |||
| v28 | v28 | x28 + x41 = x42 k28 * x28 * x41 - kr28 * x42 | |||
| v29 | v29 | x42 = x43 + x45 k29 * x42 - kr29 * x43 * x45 | |||
| v3 | v3 | x4 = x5 k3 * x4 - kr3 * x5 | |||
| v30 | v30 | x35 + x43 = x37 k20 * x35 * x43 - kr20 * x37 | |||
| v31 | v31 | x37 = x35 + x26 k21 * x37 - kr21 * x35 * x26 | |||
| v32 | v32 | x35 = x15 + x38 k32 * x35 - kr32 * x15 * x38 | |||
| v33 | v33 | x38 = x40 + x30 k33 * x38 - kr33 * x40 * x30 | |||
| v34 | v34 | x25 = x15 + x30 k34 * x25 - kr34 * x15 * x30 | |||
| v35 | v35 | x30 = x24 + x22 k35 * x30 - kr35 * x24 * x22 | |||
| v36 | v36 | x40 > x31 Vm36 * x40 / (Km36 + x40) | |||
| v37 | v37 | x33 = x15 + x40 k37 * x33 - kr37 * x15 * x40 | |||
| v38 | v38 | x22 + x40 = x39 k24 * x22 * x40 - kr24 * x39 | |||
| v39 | v39 | x34 = x15 + x39 k37 * x34 - kr37 * x15 * x39 | |||
| v4 | v4 | x23 + x12 = x7 k4 * x23 * x12 - kr4 * x7 | |||
| v40 | v40 | x24 + x39 = x38 k40 * x24 * x39 - kr40 * x38 | |||
| v41 | v41 | x30 + x33 = x35 k41 * x30 * x33 - kr41 * x35 | |||
| v42 | v42 | x44 + x45 = x46 k42 * x44 * x45 - kr42 * x46 | |||
| v43 | v43 | x46 = x41 + x44 k43 * x46 | |||
| v44 | v44 | x47 + x45 = x48 k44 * x47 * x45 - kr44 * x48 | |||
| v45 | v45 | x48 = x49 + x45 k45 * x48 | |||
| v46 | v46 | x49 + x45 = x50 k44 * x49 * x45 - kr44 * x50 | |||
| v47 | v47 | x50 = x51 + x45 k47 * x50 | |||
| v48 | v48 | x51 + x53 = x52 k48 * x51 * x53 - kr48 * x52 | |||
| v49 | v49 | x52 = x49 + x53 k49 * x52 | |||
| v5 | v5 | x7 = x18 + x9 k5 * x7 | |||
| v50 | v50 | x53 + x49 = x54 k50 * x53 * x49 - kr50 * x54 | |||
| v51 | v51 | x54 = x47 + x53 k49 * x54 | |||
| v52 | v52 | x55 + x51 = x56 k52 * x55 * x51 - kr52 * x56 | |||
| v53 | v53 | x56 = x51 + x57 k53 * x56 | |||
| v54 | v54 | x51 + x57 = x58 k52 * x51 * x57 - kr52 * x58 | |||
| v55 | v55 | x58 = x59 + x51 k55 * x58 | |||
| v56 | v56 | x59 + x60 = x61 k56 * x59 * x60 - kr56 * x61 | |||
| v57 | v57 | x61 = x57 + x60 k57 * x61 | |||
| v58 | v58 | x60 + x57 = x62 k58 * x60 * x57 - kr58 * x62 | |||
| v59 | v59 | x62 = x55 + x60 k59 * x62 | |||
| v6 | v6 | x2 = x6 k6 * x2 - kr6 * x6 | |||
| v60 | v60 | x6 > x86 k60 * x6 | |||
| v61 | v61 | x16 > x13 k61 * x16 | |||
| v62 | v62 | x8 > x87 k60 * x8 | |||
| v63 | v63 | x17 + x22 = x18 k16 * x17 * x22 - kr16 * x18 | |||
| v64 | v64 | x24 + x18 = x19 k17 * x24 * x18 - kr17 * x19 | |||
| v65 | v65 | x26 + x19 = x20 k18 * x26 * x19 - kr18 * x20 | |||
| v66 | v66 | x20 = x69 + x19 k19 * x20 - kr19 * x69 * x19 | |||
| v67 | v67 | x71 + x19 = x21 k20 * x71 * x19 - kr20 * x21 | |||
| v68 | v68 | x21 = x19 + x26 k21 * x21 - kr21 * x19 * x26 | |||
| v69 | v69 | x31 + x17 = x63 k22 * x31 * x17 - kr22 * x63 | |||
| v7 | v7 | x5 > x8 k7 * x5 | |||
| v70 | v70 | x63 = x64 k23 * x63 - kr23 * x64 | |||
| v71 | v71 | x22 + x64 = x65 k24 * x22 * x64 - kr24 * x65 | |||
| v72 | v72 | x24 + x65 = x66 k25 * x24 * x65 - kr25 * x66 | |||
| v73 | v73 | x26 + x66 = x67 k18 * x26 * x66 - kr18 * x67 | |||
| v74 | v74 | x67 = x66 + x69 k19 * x67 - kr19 * x66 * x69 | |||
| v75 | v75 | x69 + x41 = x70 k28 * x69 * x41 - kr28 * x70 | |||
| v76 | v76 | x70 = x71 + x72 k29 * x70 - kr29 * x71 * x72 | |||
| v77 | v77 | x71 + x66 = x68 k20 * x71 * x66 - kr20 * x68 | |||
| v78 | v78 | x68 = x66 + x26 k21 * x68 - kr21 * x66 * x26 | |||
| v79 | v79 | x66 = x17 + x38 k32 * x66 - kr32 * x17 * x38 | |||
| v8 | v8 | x5 + x14 = x15 k8 * x5 * x14 - kr8 * x15 | |||
| v80 | v80 | x19 = x17 + x30 k34 * x19 - kr34 * x17 * x30 | |||
| v81 | v81 | x64 = x17 + x40 k37 * x64 - kr37 * x17 * x40 | |||
| v82 | v82 | x65 = x17 + x39 k37 * x65 - kr37 * x17 * x39 | |||
| v83 | v83 | x30 + x64 = x66 k41 * x30 * x64 - kr41 * x66 | |||
| v84 | v84 | x44 + x72 = x73 k42 * x44 * x72 - kr42 * x73 | |||
| v85 | v85 | x73 = x41 + x44 k43 * x73 | |||
| v86 | v86 | x47 + x72 = x74 k44 * x47 * x72 - kr44 * x74 | |||
| v87 | v87 | x74 = x75 + x72 k45 * x74 | |||
| v88 | v88 | x72 + x75 = x76 k44 * x72 * x75 - kr44 * x76 | |||
| v89 | v89 | x76 = x72 + x77 k47 * x76 | |||
| v9 | v9 | x23 > x18 k7 * x23 | |||
| v90 | v90 | x77 + x53 = x78 k48 * x77 * x53 - kr48 * x78 | |||
| v91 | v91 | x78 = x75 + x53 k49 * x78 | |||
| v92 | v92 | x53 + x75 = x79 k50 * x53 * x75 - kr50 * x79 | |||
| v93 | v93 | x79 = x47 + x53 k49 * x79 | |||
| v94 | v94 | x55 + x77 = x80 k52 * x55 * x77 - kr52 * x80 | |||
| v95 | v95 | x80 = x81 + x77 k53 * x80 | |||
| v96 | v96 | x77 + x81 = x82 k52 * x77 * x81 - kr52 * x82 | |||
| v97 | v97 | x82 = x83 + x77 k55 * x82 | |||
| v98 | v98 | x83 + x60 = x84 k56 * x83 * x60 - kr56 * x84 | |||
| v99 | v99 | x84 = x81 + x60 k57 * x84 |
| Id | Value | |
|---|---|---|
| C | 0.0 | |
| Km36 | 771977800000000.0 | |
| RT | 50000.0 | |
| Vm36 | 615.0325 | |
| k1 | 0.002372521 | |
| k10 | 3803.728 | |
| k11 | 0.000480156 | |
| k12 | 31.71871 | |
| k13 | 0.4545611 | |
| k14 | 0.0000006370566 | |
| k15 | 46468.78 | |
| k16 | 0.0004021305 | |
| k17 | 0.0003099213 | |
| k18 | 0.004463938 | |
| k19 | 349.772 | |
| k2 | 0.000480156 | |
| k20 | 0.0000517656 | |
| k21 | 0.4722901 | |
| k22 | 0.0001445554 | |
| k23 | 420.3359 | |
| k24 | 0.007178843 | |
| k25 | 0.0006871213 | |
| k28 | 0.000009826084 | |
| k29 | 931.1092 | |
| k3 | 31.71871 | |
| k32 | 14.19908 | |
| k33 | 10.96212 | |
| k34 | 0.2467995 | |
| k35 | 1.836058 | |
| k37 | 29.34687 | |
| k4 | 0.00003047285 | |
| k40 | 0.00007409959 | |
| k41 | 0.001522817 | |
| k42 | 0.009688174 | |
| k43 | 51.60945 | |
| k44 | 0.001406622 | |
| k45 | 6340.081 | |
| k47 | 1632.425 | |
| k48 | 0.0006874119 | |
| k49 | 10.73099 | |
| k5 | 0.0 | |
| k50 | 0.0005464454 | |
| k52 | 0.003826571 | |
| k53 | 62181.84 | |
| k55 | 1120.398 | |
| k56 | 0.004700229 | |
| k57 | 19.75184 | |
| k58 | 0.0001714511 | |
| k59 | 6.409354 | |
| k6 | 0.0004123214 | |
| k60 | 0.08693199 | |
| k61 | 0.006499143 | |
| k7 | 0.003011324 | |
| k8 | 0.0005174108 | |
| kr1 | 0.1146248 | |
| kr10 | 171.6947 | |
| kr11 | 0.5100538 | |
| kr12 | 2.220991 | |
| kr14 | 196.6479 | |
| kr16 | 0.4509308 | |
| kr17 | 2.524092 | |
| kr18 | 11.1361 | |
| kr19 | 0.00000584737 | |
| kr2 | 0.5100538 | |
| kr20 | 12.816 | |
| kr21 | 0.00001714441 | |
| kr22 | 0.6220457 | |
| kr23 | 17.39321 | |
| kr24 | 563.2135 | |
| kr25 | 1.218132 | |
| kr28 | 0.9683624 | |
| kr29 | 0.0001096614 | |
| kr3 | 2.220991 | |
| kr32 | 0.0000554527 | |
| kr33 | 0.00001788597 | |
| kr34 | 0.0001283286 | |
| kr35 | 0.0003866434 | |
| kr37 | 0.000005477036 | |
| kr4 | 0.1230832 | |
| kr40 | 2.748877 | |
| kr41 | 44.60169 | |
| kr42 | 1.870396 | |
| kr44 | 0.5985189 | |
| kr48 | 1489.015 | |
| kr50 | 9.954943 | |
| kr52 | 19.85279 | |
| kr56 | 1.229629 | |
| kr58 | 0.1138168 | |
| kr6 | 0.294324 | |
| kr8 | 0.9058936 |
| Id | Value | Reaction |
|---|
| Definition | |
|---|---|
| k5 = piecewise(1.55, lt((RT / (kr1 / (k1 * x1) + 1.0)), 3100.0), 0.2, gt((RT / (kr1 / (k1 * x1) + 1.0)), 100000.0), (RT / (kr1 / (k1 * x1) + 1.0)) * -1.350000e-05 + 1.55) | |
| C = RT / (kr1 / (k1 * x1) + 1.0) | |
| EGF_EGFR_act = x5 + x7 + x15 + x23 + x25 + x27 + x29 + x32 + x33 + x34 + x35 + x36 + x37 + x88 + x89 + x90 + x91 + x92 + x93 + x94 + x8 + x11 + x17 + x18 + x19 + x20 + x21 + x63 + x64 + x65 + x66 + x67 + x68 | |
| SHC_P_t = x33 + x34 + x35 + x36 + x37 + x38 + x39 + x40 + x91 + x92 + x93 + x94 + x64 + x65 + x66 + x67 + x68 | |
| Raf_act = x45 + x46 + x48 + x50 + x72 + x73 + x74 + x76 | |
| ERK_PP = x59 + x83 | |
| MEK_PP = x51 + x77 | |
| Ras_GTP = x42 + x28 + x70 + x69 |
| Definition |
|---|
| Definition |
|---|
| Definition |
|---|
| Trigger | Assignments |
|---|