Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_091202_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 31 2001 |
Start Time | | 2001/03/31 13:15 |
End Time | | 2001/03/31 17:15 |
Key Words | | Storm, Half Dipole Strength |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 11.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 246.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | CCMC_CCMC_091202_1 |
Minimum Dst Value | | -249 |
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.
Satellite data B plot for Polar for time period of this run.
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)
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