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BIOMD0000000902 Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 Lab

About lab

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 (BIOMD0000000902)

This Biosimulant lab wraps BIOMD0000000902 Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 as a runnable systems biology model with a companion visualization module. A mathematical model describing oncolytic virotherapy with incorporation the viral lytic cycle and the virus-specific CTL response. It can be used to explore the configured dynamics and compare scenario outcomes across configurations.

What You'll See

The lab asks: Which cell-cycle control states dominate the simulated progression? Source model: Wang2019 - A mathematical model of oncolytic virotherapy with time delay. It runs for 1.0 time units with a communication step of 0.1. The run uses the model defaults declared by the curated SBML wrapper. The generated visualizations focus on y, x, z, and I, combining trajectory, endpoint-comparison, and summary-table views from one completed dark-mode run.

In this captured run, z moved from 100.0 to 990.9 across 1.0 simulation windows.

Output Visualizations

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 - run interpretation

Summary table for Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2, reporting the scientific question, observed answer, dominant module, and caveat.

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 - timeseries visualization

Trajectories of z, y, x, and I across the 1.0 simulation. In this run z climbed from 100.0 to 990.9 and y fell from 800.0 to 0.0546 — the largest movements among the focused observables.

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 - excursions bar

Largest-excursion ranking of the focused observables — the absolute movement magnitude during the run. Top 3: z = 1126.1, y = 799.9, x = 24.279.

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 - endpoint snapshot bar

Endpoint snapshot of the focused observables — final values from the captured run. Top 3 by value: z = 990.9, x = 219.5, y = 0.0546.

Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 - visualization

Visualization card from the Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 dark-mode run.

Model Context

  • Core model: models/core
  • Visualization model: models/visualisation
  • Standard: other
  • Upstream source: biomodels_ebi:BIOMD0000000902
  • License: CC0

Inputs

InputMaps ToDefaultNotes
Initial Model State Ysystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_ySource state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol y.
Initial Model State Xsystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_xSource state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol x.
Initial Model State Zsystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_zSource state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol z.
Initial Model State Isystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_iSource state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol I.

Outputs

OutputMaps ToRole
statesystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.stateAvailable to the visualization model and downstream workflows.
summarysystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.summaryAvailable to the visualization model and downstream workflows.
species_labelssystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.species_labelsAvailable to the visualization model and downstream workflows.
model_state_ysystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_yAvailable to the visualization model and downstream workflows.
model_state_xsystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_xAvailable to the visualization model and downstream workflows.
model_state_zsystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_zAvailable to the visualization model and downstream workflows.
model_state_isystemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_iAvailable to the visualization model and downstream workflows.

Runtime

  • Duration: 1.0
  • Communication step: 0.1

Running Locally

biosimulant labs serve

A mathematical model describing oncolytic virotherapy with incorporation the viral lytic cycle and the virus-specific CTL response. The thresholds for viral treatment and virus-specific CTl response a.

Runtime

Duration1
Comms Step0.1

Runs

Total0
Completed0
Failed0

Metadata

Packagewang2019-a-mathematical-model-of-oncolytic-virotherapy-with-time
Created2026-05-17
Updated2026-05-17
cellcycleoncologypharmacologysystemsbiologysbmlbiomodels_ebifaithfulcuratedvisualisation

Manifest

{
  "io": {
    "inputs": [
      {
        "name": "initial_model_state_y",
        "label": "Initial Model State Y",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_y",
        "description": "Source state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol `y`."
      },
      {
        "name": "initial_model_state_x",
        "label": "Initial Model State X",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_x",
        "description": "Source state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol `x`."
      },
      {
        "name": "initial_model_state_z",
        "label": "Initial Model State Z",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_z",
        "description": "Source state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol `z`."
      },
      {
        "name": "initial_model_state_i",
        "label": "Initial Model State I",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.initial_model_state_i",
        "description": "Source state initial condition exposed as a model-specific control because no explicit intervention parameter is identifiable. Maps to SBML symbol `I`."
      }
    ],
    "outputs": [
      {
        "name": "state",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.state"
      },
      {
        "name": "summary",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.summary"
      },
      {
        "name": "species_labels",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.species_labels"
      },
      {
        "name": "model_state_y",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_y"
      },
      {
        "name": "model_state_x",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_x"
      },
      {
        "name": "model_state_z",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_z"
      },
      {
        "name": "model_state_i",
        "maps_to": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.model_state_i"
      }
    ]
  },
  "tags": [
    "cellcycle",
    "oncology",
    "pharmacology",
    "systemsbiology",
    "sbml",
    "biomodels_ebi",
    "faithful",
    "curated"
  ],
  "title": "BIOMD0000000902 Wang2019 A Mathematical Model Of Oncolytic Virotherapy With Time De 2 Lab",
  "models": [
    {
      "path": "owned/models/systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model",
      "alias": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model",
      "provenance": {
        "owned_path": "owned/models/systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model"
      }
    },
    {
      "path": "owned/models/visualisation",
      "alias": "visualisation",
      "provenance": {
        "owned_path": "owned/models/visualisation"
      }
    }
  ],
  "wiring": [
    {
      "to": [
        "visualisation.systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model_state"
      ],
      "from": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.state"
    },
    {
      "to": [
        "visualisation.systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model_summary"
      ],
      "from": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.summary"
    },
    {
      "to": [
        "visualisation.systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model_species_labels"
      ],
      "from": "systemsbiology_sbml_wang2019_a_mathematical_model_of_oncolytic_virot_biomd0000000902_model.species_labels"
    }
  ],
  "runtime": {
    "duration": 1,
    "initial_inputs": {},
    "communication_step": 0.1
  },
  "description": "A mathematical model describing oncolytic virotherapy with incorporation the viral lytic cycle and the virus-specific CTL response. The thresholds for viral treatment and virus-specific CTl response a.",
  "schema_version": "2.0"
}

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