Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-04-20020920_152600_20020920_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/20 |
Start Time | | 2002/09/20 15:26 |
End Time | | 2002/09/20 20:09 |
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 | | -10.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 165.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-04-20020920_152600_20020920_201100-constBx0 |
Minimum Dst Value | | -19 |
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 IMP-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. |