Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-07-20020219_022000_20020219_070400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/19 |
Start Time | | 2002/02/19 02:20 |
End Time | | 2002/02/19 07:02 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 22.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-07-20020219_022000_20020219_070400-constBx0 |
Minimum Dst Value | | -27 |
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 Geotail 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. |