Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit284-03-20020430_155300_20020430_203700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/30 |
Start Time | | 2002/04/30 15:53 |
End Time | | 2002/04/30 20:35 |
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 | | -25.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit284-03-20020430_155300_20020430_203700-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.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |