Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-10-20021228_090700_20021228_135200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/28 |
Start Time | | 2002/12/28 09:07 |
End Time | | 2002/12/28 13:50 |
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 | | 21.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-10-20021228_090700_20021228_135200-constBx0 |
Minimum Dst Value | | -49 |
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-4 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. |