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 GOES-8 for time period of this run.
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)
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