Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_083022_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 01, 1997 |
Start Time | | 1997/10/01 15:05 |
End Time | | 1997/10/01 16:21 |
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 | | 7.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 87.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_083022_2 |
Minimum Dst Value | | -98 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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