Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_032003_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 21 2002 |
Start Time | | 2002/03/21 10:00 |
End Time | | 2002/03/21 14:00 |
Key Words | | Bz flip |
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 | | -2.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | CCMC_CCMC_032003_1 |
Minimum Dst Value | | -13 |
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 Geotail for time period of this run.
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)
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