Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-05-20020520_020100_20020520_064600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/20 |
Start Time | | 2002/05/20 02:01 |
End Time | | 2002/05/20 06:44 |
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 | | -10.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-05-20020520_020100_20020520_064600-constBx0 |
Minimum Dst Value | | -17 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |