Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-04-20020624_120200_20020624_164900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/24 |
Start Time | | 2002/06/24 12:02 |
End Time | | 2002/06/24 16:47 |
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 | | -31.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-04-20020624_120200_20020624_164900-constBx0 |
Minimum Dst Value | | -7 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |