Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_rn_091122_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 12, 2000 |
Start Time | | 2000/02/12 09:05 |
End Time | | 2000/02/12 11:05 |
Key Words | | diss |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_rn_091122_3 |
Minimum Dst Value | | -98 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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