Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xiangyun_Zhang_041411_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 4 2007 |
Start Time | | 2007/04/04 10:00 |
End Time | | 2007/04/04 16:00 |
Key Words | | flux ropes |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Xiangyun_Zhang_041411_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
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-D for time period of this run.
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)
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