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 THEMIS-C for time period of this run.
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)
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