Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-05-20020605_172900_20020605_221300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/05 |
Start Time | | 2002/06/05 17:29 |
End Time | | 2002/06/05 22:11 |
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 | | -29.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 163.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-05-20020605_172900_20020605_221300-constBx0 |
Minimum Dst Value | | -22 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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