Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-04-20020321_101500_20020321_145900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/21 |
Start Time | | 2002/03/21 10:15 |
End Time | | 2002/03/21 14:57 |
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 | | -4.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-04-20020321_101500_20020321_145900-constBx0 |
Minimum Dst Value | | -9 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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