diff --git a/Examples/.wl_timestamp b/Examples/.wl_timestamp
deleted file mode 100644
index 7335dbc..0000000
--- a/Examples/.wl_timestamp
+++ /dev/null
@@ -1,2 +0,0 @@
-DateObject[{2024, 10, 11, 10, 13, 49.332464`8.445707783429889}, "Instant",
- "Gregorian", 2.]
diff --git a/Examples/Basic.html b/Examples/Basic.html
index d78df48..cc8fbe4 100644
--- a/Examples/Basic.html
+++ b/Examples/Basic.html
@@ -1,30 +1,29 @@
Time-Domain Spectroscopy Tools A small library for high-precision material parameter extraction from time-domain THz signals, written in Wolfram Language.*Developed at Augsburg University, Germany*
-__Github [page](https://github.com/JerryI/wl-tds-tools)__
+ width: calc(100vw - 0.5rem);
+ overflow-x: hidden;
+ ">Time-Domain Spectroscopy Tools A small library for high-precision material parameter extraction from time-domain THz signals, written in Wolfram Language.*Developed at Augsburg University, Germany*
Basics of THz spectroscopy EM waves propagate through our sample and a reference (empty hole). delta-pulse Detector E(t) E(t) reference sample Using gated detection, we sample electric field as a function of time. Using both signals we can reconstruct the responce function of the medium $$E(t) \\rightarrow E(\\omega), \\qquad \\hat{t} = \\frac{E(\\omega)^{sam}}{E(\\omega)^{ref}}, \\qquad Absorption \\approx - 2 ln(|\\hat{t}|)$$
Installation Using [LPM](https://github.com/JerryI/wl-localpackages)
PacletRepositories[{
- Github -> "https://github.com/JerryI/wl-tds-tools" -> "master"
+ Github -> "https://github.com/JerryI/wl-tds-tools" -> "master"
}]
-Get["JerryI`TDSTools`Trace`"];
-Get["JerryI`TDSTools`Transmission`"];
-Get["JerryI`TDSTools`Material`"];
+Get["JerryI`TDSTools`Trace`"];
+Get["JerryI`TDSTools`Transmission`"];
+Get["JerryI`TDSTools`Material`"];
Let's get started Firstly import our sample and reference data
-(*BB[*)(*asumming you imported it somehow*)(*,*)(*"1:eJxTTMoPSmNhYGAo5gcSAUX5ZZkpqSn+BSWZ+XnFaYwgCS4g4Zyfm5uaV+KUXxEMUqxsbm6exgSSBPGCSnNSg9mAjOCSosy8dLBYSFFpKpoKkDkeqYkpEFXBILO1sCgJSczMQVYCAOFrJEU="*)(*]BB*)
-ref = NotebookStore["ref"];
-sam = NotebookStore["sam"];
+(*BB[*)(*asumming you imported it somehow*)(*,*)(*"1:eJxTTMoPSmNhYGAo5gcSAUX5ZZkpqSn+BSWZ+XnFaYwgCS4g4Zyfm5uaV+KUXxEMUqxsbm6exgSSBPGCSnNSg9mAjOCSosy8dLBYSFFpKpoKkDkeqYkpEFXBILO1sCgJSczMQVYCAOFrJEU="*)(*]BB*)
+ref = NotebookStore["ref"];
+sam = NotebookStore["sam"];
-ListLinePlot[{sam, ref}, PlotRange->Full, AxesLabel->{"t, ps", "I, nA"}]
+ListLinePlot[{sam, ref}, PlotRange->Full, AxesLabel->{"t, ps", "I, nA"}]
Create a time-trace object. We always enter used units explicitly
-sam = TDTrace[QuantityArray[sam, {"Picoseconds", 1}]];
-ref = TDTrace[QuantityArray[ref, {"Picoseconds", 1}]]
+sam = TDTrace[QuantityArray[sam, {"Picoseconds", 1}]];
+ref = TDTrace[QuantityArray[ref, {"Picoseconds", 1}]]
List all properties
-sam["Properties"] // TableForm
+sam["Properties"] // TableForm
Check the power spectrum and the range with a high signal-to-noise ratio
-ListLinePlot[sam["PowerSpectrum"], PlotRange->Full]
-sam["FDCI"]
+ListLinePlot[sam["PowerSpectrum"], PlotRange->Full]
+sam["FDCI"]
Reconstructing transmission function On the next step we can derive an initial information about the transmission based on the sample and reference time-traces
-tr = TransmissionObject[sam, ref, "Thickness"->Quantity[0.584994, "Millimeters"]]
+tr = TransmissionObject[sam, ref, "Thickness"->Quantity[0.584994, "Millimeters"]]
In the `TransmissionObject` decoration's preview, you can observe the actual transmission. A key challenge in digital signal processing is managing the phase of the signal. To address this, phase unwrapping is employed, which transforms a discontinuous phase signal into a continuous one.There is a special function for it, but one have to play with a treshold
-utr = TransmissionUnwrap[tr, "Basic", "PhaseThreshold"->5.3]
+utr = TransmissionUnwrap[tr, "Basic", "PhaseThreshold"->5.3]
Let us compare those two
-ListLinePlot[{tr["Phase"], utr["Phase"]}, PlotLegends->{"Wrapped", "Unwrapped"}]
+ListLinePlot[{tr["Phase"], utr["Phase"]}, PlotLegends->{"Wrapped", "Unwrapped"}]
However, you might need to tweak the settings, when we start to extract material parameters.
Material Parameters This the main goal of all optical spectroscopy: use EM waves to probe the responce function of the material to extract all useful properties. It is sufficient to define $n$ and $\\kappa$ or their derivatives.In the transmission spectroscopy we assume our crystal to be a slab taking into account all internal reflections. For the simplicity we can ignore them firstly
-m1 = MaterialParameters[utr, "FabryPerotCancellation"->False]
+m1 = MaterialParameters[utr, "FabryPerotCancellation"->False]
One can see already on the preview, that our refractive index is off. This rabid increate towards the low frequencies is a sign of a wrong phase offset. We can inspect on a regular plot
ListLinePlot[{
MaterialParameters[
- Append[utr, "PhaseShift"->0]
- , "FabryPerotCancellation"->False]["n"]
+ Append[utr, "PhaseShift"->0]
+ , "FabryPerotCancellation"->False]["n"]
,
MaterialParameters[
- Append[utr, "PhaseShift"->-2]
- , "FabryPerotCancellation"->False]["n"]
-}, PlotRange->{{20,100}, {3.5,5.5}}, PlotLegends->{"PhaseShift = 0", "PhaseShift = -2"}]
+ Append[utr, "PhaseShift"->-2]
+ , "FabryPerotCancellation"->False]["n"]
+}, PlotRange->{{20,100}, {3.5,5.5}}, PlotLegends->{"PhaseShift = 0", "PhaseShift = -2"}]
From here we one can guess that `-2` is a correct multipler. The next step will be to get rid of those wiggles we have from the reflections inside the medium
-ListLinePlot[m1["k"], PlotRange->{{10,100}, {-0.03,0.2}}]
+ListLinePlot[m1["k"], PlotRange->{{10,100}, {-0.03,0.2}}]
Fabry-Perot Cancellation In general this is not a correct name (but quite recognizable). We have to deconvolve the material parameters from the signature of our sample shape. This can be done automatically using built-in iterative methods
{fp, nofp} = {
MaterialParameters[
- Append[utr, "PhaseShift"->-2]
- , "FabryPerotCancellation"->False]
+ Append[utr, "PhaseShift"->-2]
+ , "FabryPerotCancellation"->False]
,
MaterialParameters[
- Append[utr, "PhaseShift"->-2]
- , "FabryPerotCancellation"->True]
+ Append[utr, "PhaseShift"->-2]
+ , "FabryPerotCancellation"->True]
};
-ListLinePlot[{fp["k"], nofp["k"]}, PlotRange->{{10,100}, {-0.03,0.2}}, PlotLegends->{"FP", "no FP"}]
+ListLinePlot[{fp["k"], nofp["k"]}, PlotRange->{{10,100}, {-0.03,0.2}}, PlotLegends->{"FP", "no FP"}]
The success of this procedure strongly depends on phase, thickness accuracy and the correct ratio between sample and reference surface area.Sometimes one have to vary the thickness, gain parameters to archive best results. Therefore it comes handy to have a criteria to judge the quality of the chosen combo
-#["FPReduction"] &/@ {fp, nofp}
+#["FPReduction"] &/@ {fp, nofp}
This is done by making fourier transformation of the region of `"k"` with the highest signal-to-noise ratio, and then intergation over it. The wiggles usually give a sharp peak, which helps to estimate the magnitude of reduction effect.
Thickness and Gain correction We can correct those parameters using `FPReduction` values as a criteria. The error mostly comes form the inaccuracy of thickness measurements, misaligment of reference/sample
map = Table[With[{
- t = Append[utr, {"PhaseShift"->-2, "Gain"->gain, "Thickness"->Quantity[thickness,"Millimeters"]}]
+ t = Append[utr, {"PhaseShift"->-2, "Gain"->gain, "Thickness"->Quantity[thickness,"Millimiters"]}]
},
- {thickness, gain, t}
-], {thickness, 0.585-0.1, 0.585+0.1, 0.02}, {gain, 0.8, 1.2, 0.1}];
-
-map = Flatten[map, 1];
-map[[All,3]] = #["FPReduction"] &/@ MaterialParameters[map[[All,3]], "Target"->"CPU"];
-ListContourPlot[map, PlotLegends->Automatic]
-Or if __GPU is available__, change the `Target` to `"GPU"`
-map = Table[With[{
- t = Append[utr, {"PhaseShift"->-2, "Gain"->gain, "Thickness"->Quantity[thickness,"Millimeters"]}]
+ {thickness, gain, MaterialParameters[t]["FPReduction"]}
+], {thickness, 0.585-0.1, 0.585+0.1, 0.02}, {gain, 0.8, 1.2, 0.1}];
+ListContourPlot[Flatten[map,1], PlotLegends->Automatic]
+An optimized pair can be found
+MaximalBy[Flatten[map,1], Last]
+Live calculations Interactive widget
+Module[{
+ material,
+ plotA, plotB
},
- {thickness, gain, t}
-], {thickness, 0.585-0.15, 0.585+0.15, 0.01}, {gain, 0.7, 1.2, 0.02}];
-map = Flatten[map, 1];
-map[[All,3]] = #["FPReduction"] &/@ MaterialParameters[map[[All,3]], "Target"->"GPU"];
+ {EventHandler[InputGroup[<|
+ "Phase" -> InputRange[-2,2,1, "Label"->"Phase shift"],
+ "Thickness" -> InputRange[0.5, 0.6, 0.005, "Label"->"Thickness"]
+ |>], Function[result,
+ material = MaterialParameters[
+ Append[utr, {"PhaseShift"->result["Phase"], "Thickness"->Quantity[result["Thickness"], "Millimeters"]}]
+ , "FabryPerotCancellation"->True, "Target"->"GPU"];
-ListContourPlot[map, PlotLegends->Automatic]
-An optimized pair can be found
-optimized = MaximalBy[map, Last] // First
-Now let us plot the spectrum with corrected parameters
-With[{m = MaterialParameters[Append[utr, {
- "Gain"->optimized[[2]],
- "PhaseShift"->-2,
- "Thickness" -> Quantity[optimized[[1]],"Millimeters"]
-}]]},
- ListLinePlot[{m["Raw \[Alpha]"], m["\[Alpha]"]}, PlotRange->{{10,100}, {-5,100}}, PlotLegends->{"Raw", "Processed"}]
-]
Created Fri 11 Oct 2024 10:17:32
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"Time-Domain Spectroscopy Tools",
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"Cells" -> {<|"Data" -> ".md\n# Time-Domain Spectroscopy Tools\nA small \
library for high-precision material parameter extraction from time-domain THz \
signals, written in Wolfram Language.\n\n*Developed at Augsburg University, \
Germany*", "Display" -> "codemirror",
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<|"Data" -> "# Time-Domain Spectroscopy Tools\nA small library for \
high-precision material parameter extraction from time-domain THz signals, \
written in Wolfram Language.\n\n*Developed at Augsburg University, Germany*",
"Display" -> "markdown", "Hash" ->
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through our sample and a reference (empty hole).\n\n\n
\n\nUsing gated \
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\n\nUsing gated \
detection, we sample electric field as a function of time. Using both signals \
we can reconstruct the responce function of the medium\n \n$$\nE(t) \
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"markdown",
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"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "{fp, nofp} = {\n MaterialParameters[\n Append[utr, \
\"PhaseShift\"->-2]\n , \"FabryPerotCancellation\"->False]\n,\n \
MaterialParameters[\n Append[utr, \"PhaseShift\"->-2]\n , \
\"FabryPerotCancellation\"->True]\n};\n\nListLinePlot[{fp[\"k\"], \
nofp[\"k\"]}, PlotRange->{{10,100}, {-0.03,0.2}}, PlotLegends->{\"FP\", \"no \
FP\"}]", "Display" -> "codemirror",
- "Hash" -> "1aea4dd8-456e-43e2-8a93-33e7cb99b67b", "Invisible" -> False,
+ "Hash" -> "77fe11c0-4f80-4c07-ae9d-e6748103afbe", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "(*GB[*){{(*VB[*)(FrontEndRef[\"513d40bb-2d0f-4aec-bd3c-fe38fe\
85219a\"])(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHvk5KRCeEJBwK8rPK3HNS3GtSE0uLUlMykkN\
VgEKmxoap5gYJCXpGqUYpOmaJKYm6yalGCfrpqUaW6SlWpgaGVomAgCPcxZY\"*)(*]VB*)(*|*),\
@@ -28457,197 +22866,160 @@ SSxJTWMGyXMgyRf5HIl+fl/vjX3Rv+oPt5b2PrYv2jxrnfouvUP2ALwBIFo=\"*)(*]VB*)(*|*),\
(*|*)(*VB[*)(\"no \
FP\")(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHvk5Kdh4AkDCM68ktSgvMSchKLE8JLWiJJgVKJiXr\
+AWAADZ6w9Q\"*)(*]VB*)}}(*]GB*)}}(*]GB*)", "Display" -> "codemirror",
- "Hash" -> "4f0836e6-d4e7-4fbe-be44-1e8cdb7e2698", "Invisible" -> False,
+ "Hash" -> "ffa7a600-6122-4ee5-9800-8fd1b6953ec6", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> ".md\nThe success of this procedure strongly depends on phase, \
thickness accuracy and the correct ratio between sample and reference surface \
area.\n\nSometimes one have to vary the thickness, gain parameters to archive \
best results. Therefore it comes handy to have a criteria to judge the \
quality of the chosen combo", "Display" -> "codemirror",
- "Hash" -> "32642690-209f-4052-82db-5855797245e1", "Invisible" -> False,
+ "Hash" -> "5960691e-15e2-432f-b8a2-b6b17f90024a", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "The success of this procedure strongly depends on phase, \
thickness accuracy and the correct ratio between sample and reference surface \
area.\n\nSometimes one have to vary the thickness, gain parameters to archive \
best results. Therefore it comes handy to have a criteria to judge the \
quality of the chosen combo", "Display" -> "markdown",
- "Hash" -> "9bd780cb-6f84-4741-8af1-b6345b31c73f", "Invisible" -> False,
+ "Hash" -> "7983ce74-5add-4124-9ba6-59b141cdc274", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "#[\"FPReduction\"] &/@ {fp, nofp}",
"Display" -> "codemirror", "Hash" ->
- "1fe5e1f8-ddcf-46d1-b9c3-a6709be4fffc", "Invisible" -> False,
+ "7c682b64-ffbc-4943-931c-5164c9c49c54", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "{1.`,3.3972464894161503`}", "Display" -> "codemirror",
- "Hash" -> "ecb10414-6640-4ef2-9b21-225142eaf963", "Invisible" -> False,
+ "Hash" -> "415c3133-cd01-460a-bcc9-13bfe62e459a", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> ".md\nThis is done by making fourier transformation of the \
region of `\"k\"` with the highest signal-to-noise ratio, and then \
intergation over it. The wiggles usually give a sharp peak, which helps to \
estimate the magnitude of reduction effect.", "Display" -> "codemirror",
- "Hash" -> "241529c0-123e-4ecb-9dcd-003b1b1ef140", "Invisible" -> False,
+ "Hash" -> "02953d5e-d858-4115-9743-fada49cd0d5a", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "This is done by making fourier transformation of the region \
of `\"k\"` with the highest signal-to-noise ratio, and then intergation over \
it. The wiggles usually give a sharp peak, which helps to estimate the \
magnitude of reduction effect.", "Display" -> "markdown",
- "Hash" -> "dd7d6ebb-d118-4fe9-986d-2af5180f1261", "Invisible" -> False,
+ "Hash" -> "53b1775f-370a-4b9f-93d3-17882c5e66af", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> ".md\n## Thickness and Gain correction\nWe can correct those \
parameters using `FPReduction` values as a criteria. The error mostly comes \
form the inaccuracy of thickness measurements, misaligment of \
reference/sample ", "Display" -> "codemirror",
- "Hash" -> "e41c46f4-a371-4041-b82a-5574b44fa779", "Invisible" -> False,
+ "Hash" -> "2c93f0d8-1613-47c6-827c-8f9f68618630", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "## Thickness and Gain correction\nWe can correct those \
parameters using `FPReduction` values as a criteria. The error mostly comes \
form the inaccuracy of thickness measurements, misaligment of \
reference/sample ", "Display" -> "markdown",
- "Hash" -> "e8d62562-2c9d-4ca8-8417-041365009a57", "Invisible" -> False,
+ "Hash" -> "bedaf6a3-cb11-4ff5-b307-545e6cb94f99", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "map = Table[With[{\n t = Append[utr, {\"PhaseShift\"->-2, \
-\"Gain\"->gain, \"Thickness\"->Quantity[thickness,\"Millimeters\"]}]\n},\n \
-{thickness, gain, t}\n], {thickness, 0.585-0.1, 0.585+0.1, 0.02}, {gain, 0.8, \
-1.2, 0.1}];\n\nmap = Flatten[map, 1];\nmap[[All,3]] = #[\"FPReduction\"] &/@ \
-MaterialParameters[map[[All,3]], \"Target\"->\"CPU\"];",
- "Display" -> "codemirror", "Hash" ->
- "cdc66da6-e5e1-4c41-ab20-3f9eb36321d2", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
- "Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "ListContourPlot[map, PlotLegends->Automatic]",
+\"Gain\"->gain, \"Thickness\"->Quantity[thickness,\"Millimiters\"]}]\n},\n \
+{thickness, gain, MaterialParameters[t][\"FPReduction\"]}\n], {thickness, \
+0.585-0.1, 0.585+0.1, 0.02}, {gain, 0.8, 1.2, 0.1}];",
"Display" -> "codemirror", "Hash" ->
- "74874f0e-a6a9-4fc1-90bc-e67c587b2e52", "Invisible" -> False,
+ "3e01eb63-fadd-4c86-a0dd-84a280cc8377", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "(*GB[*){{(*VB[*)(FrontEndRef[\"b41e1a71-5889-4a5e-8d79-99c810\
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-(*|*)(*VB[*)(FrontEndRef[\"e0c0f4ca-b78f-46fc-a45c-10358026a6ce\"])(*,*)(*\"1\
-:eJxTTMoPSmNkYGAoZgESHvk5KRCeEJBwK8rPK3HNS3GtSE0uLUlMykkNVgEKpxokG6SZJCfqJplb\
-pOmamKUl6yaamCbrGhoYm1oYGJklmiWnAgCQnBX4\"*)(*]VB*)}}(*]GB*)",
- "Display" -> "codemirror", "Hash" ->
- "7c01ce63-32c6-4fc1-8f1b-6e286769ca16", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
- "Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" ->
- ".md\nOr if __GPU is available__, change the `Target` to `\"GPU\"`",
- "Display" -> "codemirror", "Hash" ->
- "f2a1077f-8909-481f-8a19-5274a13dfe56", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
- "Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" ->
- "Or if __GPU is available__, change the `Target` to `\"GPU\"`",
- "Display" -> "markdown", "Hash" ->
- "7761820d-d76f-449a-b7fe-7e9cf7040f76", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
- "Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "map = Table[With[{\n t = Append[utr, {\"PhaseShift\"->-2, \
-\"Gain\"->gain, \"Thickness\"->Quantity[thickness,\"Millimeters\"]}]\n},\n \
-{thickness, gain, t}\n], {thickness, 0.585-0.15, 0.585+0.15, 0.01}, {gain, \
-0.7, 1.2, 0.02}];\n\nmap = Flatten[map, 1];\nmap[[All,3]] = \
-#[\"FPReduction\"] &/@ MaterialParameters[map[[All,3]], \
-\"Target\"->\"GPU\"];\n\nListContourPlot[map, PlotLegends->Automatic]",
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "ListContourPlot[Flatten[map,1], PlotLegends->Automatic]",
"Display" -> "codemirror", "Hash" ->
- "6de0211d-bd8f-4d8a-9796-c50f49553646", "Invisible" -> False,
+ "97b0e618-6e4b-4219-86cb-432e2afb96ee", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "\"Group size: 806\"", "Display" -> "print",
- "Hash" -> "a5032016-674c-4fae-9423-1fc718a84e4e", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
- "Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "(*GB[*){{(*VB[*)(FrontEndRef[\"71c60d72-a424-44cf-8165-cbd539\
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-(*|*)(*VB[*)(FrontEndRef[\"16cee3de-bf69-4611-a4ee-23331739d667\"])(*,*)(*\"1\
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-WeqamBka6iaapKbqGhkbGxuaG1ummJmZAwCMYRV7\"*)(*]VB*)}}(*]GB*)",
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "(*GB[*){{(*VB[*)(FrontEndRef[\"8683c5a2-26a4-45ad-876b-d19f1b\
+19e64e\"])(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHvk5KRCeEJBwK8rPK3HNS3GtSE0uLUlMykkN\
+VgEKW5hZGCebJhrpGpklmuiamCam6FqYmyXpphhaphkmGVqmmpmkAgB8dRV+\"*)(*]VB*)(*|*),\
+(*|*)(*VB[*)(FrontEndRef[\"b7479765-1398-4cd3-80da-098450ec2ebe\"])(*,*)(*\"1\
+:eJxTTMoPSmNkYGAoZgESHvk5KRCeEJBwK8rPK3HNS3GtSE0uLUlMykkNVgEKJ5mbmFuam5nqGhpb\
+WuiaJKcY61oYpCTqGlhamJgapCYbpSalAgB0bhVS\"*)(*]VB*)}}(*]GB*)",
"Display" -> "codemirror", "Hash" ->
- "15dbfa85-7444-4bb6-9c0b-0e5325137bd5", "Invisible" -> False,
+ "7ea79c2c-2b13-4ea7-bae0-8a4a3a8363dc", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> ".md\nAn optimized pair can be found",
"Display" -> "codemirror", "Hash" ->
- "bfa17d65-4593-4b91-8a01-2400b156b238", "Invisible" -> False,
+ "a0e81757-3152-4938-9a21-19e335f6885c", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
<|"Data" -> "An optimized pair can be found", "Display" -> "markdown",
- "Hash" -> "ea419b01-67e0-4f1c-a052-a2eb3fd3f141", "Invisible" -> False,
+ "Hash" -> "5e4f89a2-d2a8-48dc-9ac0-dd602106222d", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "optimized = MaximalBy[map, Last] // First",
- "Display" -> "codemirror", "Hash" ->
- "0979bcb3-5242-48ee-8c3b-6292c2af56a5", "Invisible" -> False,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "MaximalBy[Flatten[map,1], Last]", "Display" -> "codemirror",
+ "Hash" -> "1bf71972-295b-4a84-8bef-aa9c74f7362c", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "{0.585`,1.`,1.5681718250416632`}", "Display" -> "codemirror",
- "Hash" -> "db2c6b85-532a-4553-b820-6b583503fb3b", "Invisible" -> False,
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "{{0.585`,1.1`,3.6559624671405744`}}",
+ "Display" -> "codemirror", "Hash" ->
+ "bb8b3872-bfed-4912-95eb-f9c74097477e", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> ".md\nNow let us plot the spectrum with corrected parameters",
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> ".md\n## Live calculations\nInteractive widget",
"Display" -> "codemirror", "Hash" ->
- "3cfff604-8461-42db-9ecb-95de5341e4bc", "Invisible" -> False,
+ "e8c3b526-f2ea-4c8e-9478-846009c97f51", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "Now let us plot the spectrum with corrected parameters",
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "## Live calculations\nInteractive widget",
"Display" -> "markdown", "Hash" ->
- "8a79b3eb-0723-43bf-9db2-7e173cde5b10", "Invisible" -> False,
+ "31ceacf4-e6d4-4552-99be-da3e2ef6f25e", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "With[{m = MaterialParameters[Append[utr, {\n \
-\"Gain\"->optimized[[2]], \n \"PhaseShift\"->-2,\n \"Thickness\" -> \
-Quantity[optimized[[1]],\"Millimeters\"]\n}]]},\n ListLinePlot[{m[\"Raw \
-\\[Alpha]\"], m[\"\\[Alpha]\"]}, PlotRange->{{10,100}, {-5,100}}, \
-PlotLegends->{\"Raw\", \"Processed\"}]\n]", "Display" -> "codemirror",
- "Hash" -> "5a74e213-c852-4ed6-9b42-05e9f23cfae8", "Invisible" -> False,
- "MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
+ <|"Data" -> "Module[{\n material,\n plotA, plotB\n},\n\n \
+{EventHandler[InputGroup[<|\n \"Phase\" -> InputRange[-2,2,1, \
+\"Label\"->\"Phase shift\"],\n \"Thickness\" -> InputRange[0.5, 0.6, \
+0.005, \"Label\"->\"Thickness\"]\n |>], Function[result,\n material = \
+MaterialParameters[\n Append[utr, {\"PhaseShift\"->result[\"Phase\"], \
+\"Thickness\"->Quantity[result[\"Thickness\"], \"Millimeters\"]}]\n , \
+\"FabryPerotCancellation\"->True, \"Target\"->\"GPU\"];\n\n {plotA, plotB} \
+= QuantityMagnitude /@ {material[\"Best Raw \\[Alpha]\"], material[\"Best \
+\\[Alpha]\"]};\n ]] // EventFire,\n\n Graphics[{ColorData[97][1], \
+Line[plotA//Offload], ColorData[97][2], Line[plotB//Offload]}, Frame->True, \
+Axes->True]\n } // Row \n\n]\n", "Display" -> "codemirror",
+ "Hash" -> "7871aaed-2b9b-46a6-9010-af0cba061e4a", "Invisible" -> False,
+ "MetaOnly" -> False, "Props" -> <|"Hidden" -> True|>, "State" -> "Idle",
"Type" -> "Input", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>,
- <|"Data" -> "(*GB[*){{(*VB[*)(FrontEndRef[\"f54ec7fd-1c3c-4953-94aa-102dcc\
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-(*|*)(*VB[*)(\"Processed\")(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHvk5Kdh4AkDCM68ktSg\
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+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>,
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+\"665db7e5-a545-4c00-9233-84bdf669b118\", \"Initial\" -> <|\"Phase\" -> 0, \
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+\"07cfd253-c129-4f8a-9b5d-a8db4010373c\"|>])(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHv\
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+0.611041, 0.142051], Line[Offload[plotB$251843]]}, Frame -> True, Axes -> \
+True])(*,*)(*\"1:eJxTTMoPSmNkYGAoZgESHvk5KWnMIB4HkHAvSizIyEwuTmOByftkFpcg5IPc\
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"Display" -> "codemirror", "Hash" ->
- "ffeaa825-93f7-4dee-af85-26fa3bf150cf", "Invisible" -> False,
+ "350cc835-c40f-4849-93fe-86d3cd8887d9", "Invisible" -> False,
"MetaOnly" -> False, "Props" -> <||>, "State" -> "Idle",
"Type" -> "Output", "UID" -> Null, "Notebook" ->
- "b077b577-e746-48b6-9885-8a7e400c8a1a"|>}, "serializer" -> "jsfn4"|>
+ "0796ca5c-930a-4ee8-bda6-177c18cc1d1b"|>}, "serializer" -> "jsfn4"|>
diff --git a/Kernel/Material.wl b/Kernel/Material.wl
index 14f7bc6..4c30344 100644
--- a/Kernel/Material.wl
+++ b/Kernel/Material.wl
@@ -358,7 +358,7 @@ materialParameters[list: List[__TransmissionObject], destCl_, srcCl_, metaCl_, {
clRun[destCl, srcCl, metaCl, itemSize, groupSize, NKCycles, MovingAverageFilter, FabryPerotCycles, groupSize 256];
- Print[StringTemplate["Group size: ``"][groupSize] ];
+
With[{
dest = destCl,
diff --git a/Kernel/Trace.wl b/Kernel/Trace.wl
index c136189..0ee12a7 100644
--- a/Kernel/Trace.wl
+++ b/Kernel/Trace.wl
@@ -65,7 +65,7 @@ TDTrace[n_NumericArray]["FrequencyDomainConfidenceInterval"] := Module[{model, x
With[{d = TDTrace[n]["PowerSpectrum"]//QuantityMagnitude},
model = NonlinearModelFit[Drop[d,10], A Exp[-(*FB[*)(((*SpB[*)Power[(x0 - x)(*|*),(*|*)2](*]SpB*))(*,*)/(*,*)((*SpB[*)Power[\[Sigma](*|*),(*|*)2](*]SpB*)))(*]FB*)], {\[Sigma], A, x0}, x, ConfidenceLevel->0.5, Method->"NMinimize"];
model = Association[model[[1]]["Model"]["FittedParameterRules"]];
- Quantity[#, 1/"Centimeters"] &/@ {Clip[model[x0] - Abs[model[\[Sigma]]], {0, Infinity}], 1.2 Clip[model[x0] + Abs[model[\[Sigma]]], {0, Infinity}]}
+ Quantity[#, 1/"Centimeters"] &/@ {Clip[model[x0] - Abs[model[\[Sigma]]], {5.0, Infinity}], 1.2 Clip[model[x0] + Abs[model[\[Sigma]]], {30.0, Infinity}]}
]
]
TDTrace[n_NumericArray]["FDCI"] := TDTrace[n]["FrequencyDomainConfidenceInterval"]
diff --git a/PacletInfo.wl b/PacletInfo.wl
index d128289..649deb5 100644
--- a/PacletInfo.wl
+++ b/PacletInfo.wl
@@ -7,7 +7,7 @@ PacletObject[
"Creator" -> "Kirill Vasin",
"License" -> "MIT",
"PublisherID" -> "JerryI",
- "Version" -> "0.0.4",
+ "Version" -> "0.0.2",
"WolframVersion" -> "13+",
"PrimaryContext" -> "JerryI`TDSTools`",
"Extensions" -> {
diff --git a/README.md b/README.md
index a01e5fe..d2d831a 100644
--- a/README.md
+++ b/README.md
@@ -1,7 +1,7 @@
# Time-Domain Spectroscopy Tools 🧰
A small library for high-precision material parameter extraction from time-domain THz signals, written in Wolfram Language 🐺 and OpenCL 🏎️
-*Developed at University of Augsburg, Germany 🇩🇪*
+*Developed at Augsburg University, Germany 🇩🇪*
Beta testing ♲