Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nicholas_Gross_041523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 17, 2017 |
Start Time | | 2017/11/17 13:00 |
End Time | | 2017/11/18 00:00 |
Key Words | | Magnetosphere ACE SW Comparison |
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 | | -14.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 74.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nicholas_Gross_041523_2 |
Minimum Dst Value | | -12 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |