Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2010/07/05 06:00 |
End Time | | 2010/07/05 12:00 |
Key Words | | 20100705_substorm |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_090523_2 |
Minimum Dst Value | | -11 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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