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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |