Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-05-20021114_133800_20021114_182300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 13:38 |
End Time | | 2002/11/14 18:21 |
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 | | 8.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-05-20021114_133800_20021114_182300-constBx0 |
Minimum Dst Value | | -22 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |