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.
Satellite data B plot for Polar for time period of this run.
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)
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