Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Richard_Vondrak_110102_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 | | October 07 2002 |
Start Time | | 2002/10/07 0:00 |
End Time | | 2002/10/08 0:00 |
Key Words | | field line tracing |
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 | | -6.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 164.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Richard_Vondrak_110102_1.1 |
Minimum Dst Value | | -115 |
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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