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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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