Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit368-12-20021118_075600_20021118_124000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/18 |
Start Time | | 2002/11/18 07:56 |
End Time | | 2002/11/18 12:38 |
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 | | 21.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit368-12-20021118_075600_20021118_124000-constBx0 |
Minimum Dst Value | | -34 |
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-1 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. |