Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-07-20020702_073200_20020702_122000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 07:32 |
End Time | | 2002/07/02 12:18 |
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 | | -21.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-07-20020702_073200_20020702_122000-constBx0 |
Minimum Dst Value | | -6 |
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. |