Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Joshua_Ridenour_071309_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 19 2001 |
Start Time | | 2001/03/19 05:00 |
End Time | | 2001/03/19 21:00 |
Key Words | | substorm |
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 | | -12.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 145.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Joshua_Ridenour_071309_4 |
Minimum Dst Value | | -88 |
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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