Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-11-20021006_072700_20021006_121200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/10/06 |
Start Time | | 2002/10/06 07:27 |
End Time | | 2002/10/06 12:10 |
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 | | 8.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-11-20021006_072700_20021006_121200-constBx0 |
Minimum Dst Value | | -71 |
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. |