Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-11-20020514_031600_20020514_080000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 03:16 |
End Time | | 2002/05/14 07:58 |
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 | | -9.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-11-20020514_031600_20020514_080000-constBx0 |
Minimum Dst Value | | -52 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |