Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-06-20021110_000800_20021110_045300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/10 |
Start Time | | 2002/11/10 00:08 |
End Time | | 2002/11/10 04:51 |
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 | | 25.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-06-20021110_000800_20021110_045300-constBx0 |
Minimum Dst Value | | -10 |
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. |