Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-11-20020717_093000_20020717_141400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/17 |
Start Time | | 2002/07/17 09:30 |
End Time | | 2002/07/17 14:12 |
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 | | -24.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-11-20020717_093000_20020717_141400-constBx0 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |