Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bill_Paterson_012509_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 17 2001 |
Start Time | | 2001/12/17 06:00 |
End Time | | 2001/12/17 18:00 |
Key Words | | substorm |
Model | | BATSRUS |
Model Version | | 8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -33.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 199.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bill_Paterson_012509_1 |
Minimum Dst Value | | -37 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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