Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-09-20020613_153700_20020613_202100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 15:37 |
End Time | | 2002/06/13 20:19 |
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 | | -32.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-09-20020613_153700_20020613_202100-constBx0 |
Minimum Dst Value | | -19 |
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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