Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bartlomiej_Staszewski_061216_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 29, 2016 |
Start Time | | 2016/05/29 05:00 |
End Time | | 2016/05/31 05:00 |
Key Words | | Backside Plasma Pressure |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Bartlomiej_Staszewski_061216_1 |
Minimum Dst Value | | -76 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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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.
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)
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