Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-06-20020718_185400_20020718_233900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/18 |
Start Time | | 2002/07/18 18:54 |
End Time | | 2002/07/18 23:37 |
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 | | -24.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-06-20020718_185400_20020718_233900-constBx0 |
Minimum Dst Value | | -13 |
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. |