Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-09-20020724_032300_20020724_080800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/24 |
Start Time | | 2002/07/24 03:23 |
End Time | | 2002/07/24 08:06 |
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 | | -10.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-09-20020724_032300_20020724_080800-constBx0 |
Minimum Dst Value | | -8 |
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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