Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit324-11-20020805_102800_20020805_151300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/05 |
Start Time | | 2002/08/05 10:28 |
End Time | | 2002/08/05 15:11 |
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 | | -23.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit324-11-20020805_102800_20020805_151300-constBx0 |
Minimum Dst Value | | -12 |
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-10 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. |