Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kaelan_Oldani_093020_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 14, 2000 |
Start Time | | 2000/07/14 20:00 |
End Time | | 2000/07/16 00:00 |
Key Words | | Space Plasma Class |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.83 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 210.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kaelan_Oldani_093020_1 |
Minimum Dst Value | | -289 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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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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