Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Roxanne_Katus_012410_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 1 2000 |
Start Time | | 2000/11/01 00:00 |
End Time | | 2000/11/01 02:00 |
Key Words | | run1 |
Model | | BATSRUS |
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 | | -18.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 201.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Roxanne_Katus_012410_1 |
Minimum Dst Value | | -24 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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