Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: DE_RN_091422_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 11, 2001 |
Start Time | | 2001/04/11 19:54 |
End Time | | 2001/04/11 21:18 |
Key Words | | Heat |
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 | | 17.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 160.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | DE_RN_091422_4 |
Minimum Dst Value | | -147 |
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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