Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: xiangyun_zhang_041511_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 12 2008 |
Start Time | | 2008/08/12 14:30 |
End Time | | 2008/08/12 18:00 |
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 | | 25.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | xiangyun_zhang_041511_4 |
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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