Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shenwei_Zhou_101723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 28, 2013 |
Start Time | | 2013/04/28 00:00 |
End Time | | 2013/04/28 00:20 |
Key Words | | Stellar |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shenwei_Zhou_101723_1 |
Minimum Dst Value | | -14 |
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 Geotail for time period of this run.
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)
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