Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-08-20020407_205700_20020408_014200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/07 |
Start Time | | 2002/04/07 20:57 |
End Time | | 2002/04/08 01:40 |
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 | | -6.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-08-20020407_205700_20020408_014200-constBx0 |
Minimum Dst Value | | 0 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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