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-E for time period of this run.
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)
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