Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-02-20020524_055100_20020524_103500-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 | | 2002/05/24 |
Start Time | | 2002/05/24 05:51 |
End Time | | 2002/05/24 10:33 |
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 | | -12.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-02-20020524_055100_20020524_103500-constBx0 |
Minimum Dst Value | | -73 |
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.
Satellite data B plot for Geotail for time period of this run.
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