Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit309-12-20020630_215000_20020701_023800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/30 |
Start Time | | 2002/06/30 21:50 |
End Time | | 2002/07/01 02:36 |
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 | | -19.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit309-12-20020630_215000_20020701_023800-constBx0 |
Minimum Dst Value | | -24 |
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. |