Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-07-20020412_102000_20020412_150400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/12 |
Start Time | | 2002/04/12 10:20 |
End Time | | 2002/04/12 15:02 |
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 | | -13.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-07-20020412_102000_20020412_150400-constBx0 |
Minimum Dst Value | | -3 |
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. |