Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_102502_1.1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 18 2002 |
Start Time | | 2002/04/18 3:00 |
End Time | | 2002/04/18 15:00 |
Key Words | | Storm, SEC event |
Model | | UCLA-GGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 195.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | CCMC_CCMC_102502_1.1 |
Minimum Dst Value | | -127 |
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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