Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-03-20020428_065000_20020428_113400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/28 |
Start Time | | 2002/04/28 06:50 |
End Time | | 2002/04/28 11:32 |
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 | | -10.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-03-20020428_065000_20020428_113400-constBx0 |
Minimum Dst Value | | -34 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |