Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-01-20020406_113500_20020406_162000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/06 |
Start Time | | 2002/04/06 11:35 |
End Time | | 2002/04/06 16:18 |
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 | | -13.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-01-20020406_113500_20020406_162000-constBx0 |
Minimum Dst Value | | -3 |
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 GOES-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |