Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-04-20020529_092700_20020529_141100-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 09:27 |
End Time | | 2002/05/29 14:09 |
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 | | -23.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-04-20020529_092700_20020529_141100-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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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