Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-10-20020322_144500_20020322_192900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/22 |
Start Time | | 2002/03/22 14:45 |
End Time | | 2002/03/22 19:27 |
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 | | -11.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-10-20020322_144500_20020322_192900-constBx0 |
Minimum Dst Value | | -6 |
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. |