Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-09-20020322_100000_20020322_144400-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 10:00 |
End Time | | 2002/03/22 14:42 |
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 | | -4.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-09-20020322_100000_20020322_144400-constBx0 |
Minimum Dst Value | | -13 |
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 Cluster-2 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. |