Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-05-20021119_074900_20021119_123400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/19 |
Start Time | | 2002/11/19 07:49 |
End Time | | 2002/11/19 12:32 |
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 | | 21.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-05-20021119_074900_20021119_123400-constBx0 |
Minimum Dst Value | | -27 |
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-10 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. |