Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Doug_Cramer_052523_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2018 |
Start Time | | 2018/01/01 00:00 |
End Time | | 2018/01/01 02:00 |
Key Words | | rcm |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 66.80000 |
Conductance Model | | CTIM |
Corotation | | no |
Run Number | | Doug_Cramer_052523_1 |
Minimum Dst Value | | -7 |
SW Source | | OMNI |
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 THEMIS-D for time period of this run.
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