Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2010-04-TP01_022723_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 | | 2010/04/06 00:00 |
Key Words | | SWMF-01_2010-04-TP01 |
Model | | SWMF |
Model Version | | v20211020 |
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-TP01_022723_1 |
Minimum Dst Value | | -61 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: 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)
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