Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-01-20020514_124900_20020514_173300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 12:49 |
End Time | | 2002/05/14 17:31 |
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 | | -27.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-01-20020514_124900_20020514_173300-constBx0 |
Minimum Dst Value | | -50 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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