Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-07-20021213_121600_20021213_170100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 12:16 |
End Time | | 2002/12/13 16:59 |
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 | | 14.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-07-20021213_121600_20021213_170100-constBx0 |
Minimum Dst Value | | -9 |
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. |