Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shasha_Zou_092611_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 5 1998 |
Start Time | | 1998/03/05 06:00 |
End Time | | 1998/03/05 10:59 |
Key Words | | magnetospheric solar wind pressure pulse |
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 | | -17.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 95.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Shasha_Zou_092611_2 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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