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-A for time period of this run.
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)
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