Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_100622_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 12, 2005 |
Start Time | | 2005/09/12 06:42 |
End Time | | 2005/09/12 07:38 |
Key Words | | diss |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_100622_4 |
Minimum Dst Value | | -62 |
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 Wind for time period of this run.
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)
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