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.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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