Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_121507_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 23 2007 |
Start Time | | 2007/03/23 07:00 |
End Time | | 2007/03/23 14:00 |
Key Words | | Test SWMF V2.3, Roe scheme, limiter mc, betavalue 1.2 |
Model | | BATSRUS |
Model Version | | v8.00 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Masha_Kuznetsova_121507_1 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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