Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit326-12-20020810_092800_20020810_141000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/10 |
Start Time | | 2002/08/10 09:28 |
End Time | | 2002/08/10 14:08 |
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 | | -19.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit326-12-20020810_092800_20020810_141000-constBx0 |
Minimum Dst Value | | -28 |
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 Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |