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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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