Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Fatemeh_Bagheri_091321_1 | |
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 02:00 |
Key Words | | storm |
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 | | Fatemeh_Bagheri_091321_1 |
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.
Data/Model comparison B plot for GOES-8 for time period of this run.
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)
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