Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-04-20020827_201500_20020828_005900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/27 |
Start Time | | 2002/08/27 20:15 |
End Time | | 2002/08/28 00:57 |
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 | | -10.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-04-20020827_201500_20020828_005900-constBx0 |
Minimum Dst Value | | -14 |
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. |