Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-08-20020513_130100_20020513_174500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/13 |
Start Time | | 2002/05/13 13:01 |
End Time | | 2002/05/13 17:43 |
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 | | -27.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-08-20020513_130100_20020513_174500-constBx0 |
Minimum Dst Value | | -12 |
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-1 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. |