Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_072717_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 19, 2014 |
Start Time | | 2014/02/19 23:45 |
End Time | | 2014/02/20 11:45 |
Key Words | | Magnetopause Crossing |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -14.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_072717_3 |
Minimum Dst Value | | -80 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A 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. |