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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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