Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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-3 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. |