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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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