Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-07-20021110_045400_20021110_093900-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 04:54 |
End Time | | 2002/11/10 09:37 |
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 | | 26.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-07-20021110_045400_20021110_093900-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.
Data/Model comparison 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. |