Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-05-20020701_215400_20020702_024200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/01 |
Start Time | | 2002/07/01 21:54 |
End Time | | 2002/07/02 02:40 |
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 | | -19.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-05-20020701_215400_20020702_024200-constBx0 |
Minimum Dst Value | | -12 |
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 Geotail 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. |