Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-07-20020207_045100_20020207_093500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/07 |
Start Time | | 2002/02/07 04:51 |
End Time | | 2002/02/07 09:33 |
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 | | 23.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-07-20020207_045100_20020207_093500-constBx0 |
Minimum Dst Value | | -45 |
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 Polar 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. |