Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit321-05-20020728_023300_20020728_071800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/28 |
Start Time | | 2002/07/28 02:33 |
End Time | | 2002/07/28 07:16 |
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 | | -9.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit321-05-20020728_023300_20020728_071800-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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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