Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-07-20020419_133100_20020419_181500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/19 |
Start Time | | 2002/04/19 13:31 |
End Time | | 2002/04/19 18:13 |
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 | | -21.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-07-20020419_133100_20020419_181500-constBx0 |
Minimum Dst Value | | -116 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |