Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-03-20020529_044200_20020529_092600-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 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/29 |
Start Time | | 2002/05/29 04:42 |
End Time | | 2002/05/29 09:24 |
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 | | -13.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-03-20020529_044200_20020529_092600-constBx0 |
Minimum Dst Value | | -20 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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