Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-05-20020612_203700_20020613_012100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 20:37 |
End Time | | 2002/06/13 01:19 |
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 | | -23.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-05-20020612_203700_20020613_012100-constBx0 |
Minimum Dst Value | | -18 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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