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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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