Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083023_1b | |
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 | | 2011/10/11 09:00 |
End Time | | 2011/10/11 20:00 |
Key Words | | test storm |
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 | | -12.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083023_1b |
Minimum Dst Value | | -5 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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