Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_062223_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 13, 2001 |
Start Time | | 2001/04/13 10:26 |
End Time | | 2001/04/13 11:34 |
Key Words | | energy |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 137.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_062223_1 |
Minimum Dst Value | | -14 |
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 GOES-8 for time period of this run.
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)
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