Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chiara_Lazzeri_091423_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 17, 2005 |
Start Time | | 2005/01/17 13:00 |
End Time | | 2005/01/17 17:00 |
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 | | -15.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chiara_Lazzeri_091423_2 |
Minimum Dst Value | | -36 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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