Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2010-04-TP-01_060323_1 | |
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 | | 2010/04/05 00:00 |
End Time | | 2010/04/10 00:00 |
Key Words | | 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 | | 3.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2010-04-TP-01_060323_1 |
Minimum Dst Value | | -81 |
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 GOES-11 for time period of this run.
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)
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