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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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