Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_090705_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 10 2004 |
Start Time | | 2004/11/10 4:00 |
End Time | | 2004/11/10 5:00 |
Key Words | | cusp position-2 |
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 | | -29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | george_siscoe_090705_1 |
Minimum Dst Value | | -155 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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