Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Maksym_Petrenko_012324_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 01:00 |
Key Words | | test |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Maksym_Petrenko_012324_3 |
Minimum Dst Value | | -50 |
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 Geotail for time period of this run.
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)
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