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RBEGamer committed Jan 21, 2024
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4 changes: 4 additions & 0 deletions documentation/thesis/thesis_document.md
Original file line number Diff line number Diff line change
Expand Up @@ -1512,6 +1512,10 @@ Here it can be seen that there are measured values with larger deviations (see m
On the right-hand side \ref{MRP_evaluation_result_after_execution_of_the _user_defined_pipeline,_using_find_similar_values_algorithm.png}, the measured values are plotted as a result of the filter algorithm. As the `IP_return_count` parameter was set to four, only the four most similar measurements were exported here.
It can be seen from the plotted `CoG [uT]` deviation values, that these are closest to an ideal Magnet with a `CoG` value of 0uT. This ideal value was calculated with the function `MRP.MRPSimulation.generate_simulated_reading`, with the same measurement parameters (magnet type, dimensions, sensor distance) as they correspond to the mechanical structure of the used hardware sensor \ref{d-fullsphere}.
If the alternative filter algorithm from chapter `Alternative Filter Algorithm Implementation` \ref{alternative-filter-algorithm-implementation} is executed here, the same result is returned if the magnet measurement with (+id) `5:0` is used as the reference magnet.
The filter algorithm implemented by the user was thus successfully executed using the user-programmable pipeline.
The calculation result was successfully verified using raw measurement data and the final result of the algorithm.
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6 changes: 6 additions & 0 deletions documentation/thesis/thesis_document.tex
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Expand Up @@ -2750,6 +2750,12 @@ \section{Execution of Analysis
distance) as they correspond to the mechanical structure of the used
hardware sensor \ref{d-fullsphere}.

If the alternative filter algorithm from chapter
\passthrough{\lstinline!Alternative Filter Algorithm Implementation!}
\ref{alternative-filter-algorithm-implementation} is executed here, the
same result is returned if the magnet measurement with \gls{id}
\passthrough{\lstinline!5:0!} is used as the reference magnet.

The filter algorithm implemented by the user was thus successfully
executed using the user-programmable pipeline. The calculation result
was successfully verified using raw measurement data and the final
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4 changes: 4 additions & 0 deletions documentation/thesis/thesis_document_tmp.md
Original file line number Diff line number Diff line change
Expand Up @@ -1579,6 +1579,10 @@ Here it can be seen that there are measured values with larger deviations (see m
On the right-hand side \ref{MRP_evaluation_result_after_execution_of_the _user_defined_pipeline,_using_find_similar_values_algorithm.png}, the measured values are plotted as a result of the filter algorithm. As the `IP_return_count` parameter was set to four, only the four most similar measurements were exported here.
It can be seen from the plotted `CoG [uT]` deviation values, that these are closest to an ideal Magnet with a `CoG` value of 0uT. This ideal value was calculated with the function `MRP.MRPSimulation.generate_simulated_reading`, with the same measurement parameters (magnet type, dimensions, sensor distance) as they correspond to the mechanical structure of the used hardware sensor \ref{d-fullsphere}.
If the alternative filter algorithm from chapter `Alternative Filter Algorithm Implementation` \ref{alternative-filter-algorithm-implementation} is executed here, the same result is returned if the magnet measurement with (+id) `5:0` is used as the reference magnet.
The filter algorithm implemented by the user was thus successfully executed using the user-programmable pipeline.
The calculation result was successfully verified using raw measurement data and the final result of the algorithm.
Expand Down
4 changes: 4 additions & 0 deletions documentation/thesis/thesis_document_tmp.md.listings
Original file line number Diff line number Diff line change
Expand Up @@ -1579,6 +1579,10 @@ Here it can be seen that there are measured values with larger deviations (see m
On the right-hand side \ref{MRP_evaluation_result_after_execution_of_the _user_defined_pipeline,_using_find_similar_values_algorithm.png}, the measured values are plotted as a result of the filter algorithm. As the `IP_return_count` parameter was set to four, only the four most similar measurements were exported here.
It can be seen from the plotted `CoG [uT]` deviation values, that these are closest to an ideal Magnet with a `CoG` value of 0uT. This ideal value was calculated with the function `MRP.MRPSimulation.generate_simulated_reading`, with the same measurement parameters (magnet type, dimensions, sensor distance) as they correspond to the mechanical structure of the used hardware sensor \ref{d-fullsphere}.


If the alternative filter algorithm from chapter `Alternative Filter Algorithm Implementation` \ref{alternative-filter-algorithm-implementation} is executed here, the same result is returned if the magnet measurement with (+id) `5:0` is used as the reference magnet.


The filter algorithm implemented by the user was thus successfully executed using the user-programmable pipeline.
The calculation result was successfully verified using raw measurement data and the final result of the algorithm.

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