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 THEMIS-A for time period of this run.
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)
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