Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bill_Paterson_030209_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 6 2000 |
Start Time | | 2000/12/06 18:00 |
End Time | | 2000/12/07 12:00 |
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 | | -12.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bill_Paterson_030209_1 |
Minimum Dst Value | | -21 |
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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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)
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