Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-04-20020612_155200_20020612_203600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 15:52 |
End Time | | 2002/06/12 20:34 |
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 | | -32.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-04-20020612_155200_20020612_203600-constBx0 |
Minimum Dst Value | | -17 |
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. |