Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-04-20021004_220500_20021005_025000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/10/04 |
Start Time | | 2002/10/04 22:05 |
End Time | | 2002/10/05 02:48 |
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 | | 9.33 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-04-20021004_220500_20021005_025000-constBx0 |
Minimum Dst Value | | -89 |
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. |