Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_110503_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 24 2003 |
Start Time | | 2003/10/24 12:00 |
End Time | | 2003/11/02 0:00 |
Key Words | | storm |
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 | | -8.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | CCMC_CCMC_110503_1 |
Minimum Dst Value | | -383 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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