Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chiara_Lazzeri_091323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 1996 |
Start Time | | 1996/09/26 16:00 |
End Time | | 1996/09/26 22:00 |
Key Words | | southward turning |
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 | | 9.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chiara_Lazzeri_091323_1 |
Minimum Dst Value | | -48 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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