Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hui_Zhang_060109_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 28 2008 |
Start Time | | 2008/05/28 00:00 |
End Time | | 2008/05/28 03:30 |
Key Words | | Magnetopause/Shock |
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 | | 18.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Hui_Zhang_060109_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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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