Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-10-20020427_070300_20020427_114700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/27 |
Start Time | | 2002/04/27 07:03 |
End Time | | 2002/04/27 11:45 |
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 | | -9.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-10-20020427_070300_20020427_114700-constBx0 |
Minimum Dst Value | | -3 |
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. |