Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_090422_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 27, 1998 |
Start Time | | 1998/08/27 10:54 |
End Time | | 1998/08/27 12:18 |
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 | | 11.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.97 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 137.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_090422_3 |
Minimum Dst Value | | -139 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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