Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chiara_Lazzeri_091323_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 05, 1998 |
Start Time | | 1998/07/05 16:00 |
End Time | | 1998/07/05 21:00 |
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 | | 33.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 127.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chiara_Lazzeri_091323_2 |
Minimum Dst Value | | -24 |
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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