Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_100905_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 23 2001 |
Start Time | | 2001/08/23 11:00 |
End Time | | 2001/08/23 15:00 |
Key Words | | cusp location for typical northward imf |
Model | | OpenGGCM |
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 | | 13.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | george_siscoe_100905_2 |
Minimum Dst Value | | -12 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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