Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Suman_Chakraborty_031120_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 16:00 |
End Time | | 2015/06/23 00:00 |
Key Words | | IP shocks Magnetosphere Radiation Belts |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 32.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Suman_Chakraborty_031120_1 |
Minimum Dst Value | | -111 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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