31:T651,table_materials=html`

Choose a formula		Chemical & Physical Properties					Magnetic Properties
Choose a formula		Chemical & Physical Properties					Effective Annisotropy	Curie Temperature	Remanence	Coercivity	Magnetization
Formula	Name	Density (kg/m³)	Molecular Weight	Melting Point (K)	Boiling Point (K)	Specific Heat Capacity (J/kg K)	K (kJ/m³)	Tc (ᵒC)	Bᵣ (T)	Hc (kA/m)	μ_B/molecule	(emu/g),(Am²/kg)	(emu/cm³),(KA/m)	(A/m)
${viewof material}	${material.name}	${material.density}	${material.mol.toFixed(1)}	${material.melting_point}	${material.boiling_point}	${material.specific_heat_capacity}	${material.effective_anisotropy}	${material.curie_temperature}	${material.remanence}	${material.coercivity}	${material.magnetization1}	${parseFloat(material.magnetization2).toFixed(2)}	${parseFloat(material.magnetization3).toFixed(2)}	${parseFloat(material.magnetization4).toFixed(2)}

`32:T774,table_materials_gr=html`

Επέλεξε ένα χημικό τύπο για να δεις τις ιδιότητες του		Χημικές & Φυσικές ιδιότητες					Μαγνητικές Ιδιότητες
Επέλεξε ένα χημικό τύπο για να δεις τις ιδιότητες του		Χημικές & Φυσικές ιδιότητες					Σταθεράς Ανισοτροπίας	Θερμοκρασία Curie	Παραμένουσα τιμή πεδίου	Συνεκτικό πεδίο	Μαγνήτιση
Χημικός Τύπος	Όνομα	Πυκνότητα (kg/m³)	Μοριακό βάρος	Σημείο τήξης (K)	Σημείο βρασμού (K)	Ειδική θερμότητα (J/kg K)	K (kJ/m³)	Tc (ᵒC)	Bᵣ (T)	Hc (kA/m)	μ_B/molecule	(emu/g),(Am²/kg)	(emu/cm³),(KA/m)	(A/m)
${viewof material}	${material.name}	${material.density}	${material.mol.toFixed(1)}	${material.melting_point}	${material.boiling_point}	${material.specific_heat_capacity}	${material.effective_anisotropy}	${material.curie_temperature}	${material.remanence}	${material.coercivity}	${material.magnetization1}	${parseFloat(material.magnetization2).toFixed(2)}	${parseFloat(material.magnetization3).toFixed(2)}	${parseFloat(material.magnetization4).toFixed(2)}

`33:T6f2,function binaryalloys_table(lang) { viewof alloysatoms1.addEventListener("input", () => { setTimeout(() => { viewof alloysatoms1.focus(); }, 100); }); viewof alloysatoms2.addEventListener("input", () => { setTimeout(() => { viewof alloysatoms2.focus(); }, 100); }); return html`

${lang == "en" ? "Element" : "Στοιχείο"}	${lang == "en" ? "Number of atoms in the alloy" : "Αριθμός ατόμος στο κράμα"}	${lang == "en" ? "Atomic %" : "Ατομικό %"}	${lang == "en" ? "Density (kg/m³)" : "Πυκνότητα (kg/m³)"}	${lang == "en" ? "Atomic Weight (u)" : "Ατομικό βάρος (u)"}
${viewof element1}	${viewof alloysatoms1}	${(alloysatoms1/(alloysatoms1+alloysatoms2)*100).toFixed(2)}%	${element1.density}	${element1.mol}
${viewof element2}	${viewof alloysatoms2}	${(alloysatoms2/(alloysatoms1+alloysatoms2)*100).toFixed(2)}%	${element2.density}	${element2.mol}
		${lang == "en" ? "Alloy" : "Κράμα"}	${createdAlloyDensity.toFixed(2)}	${createdAlloyAtomicWeight.toFixed(2)}
			${lang == "en" ? "Density (Kg/m³)" : "Πυκνότητα (kg/m³)"}	${lang == "en" ? "Molecular Weight (u)" : "Μοριακό βάρος (u)"}

` }34:Td40,function results_surface_atoms(lang) { if (lang == "en") { if (selected_type == "sphere" && sphere_radius !== 0) { return html`V_surface = ${Math.round((4*Math.PI*Math.pow(sphere_radius,2)*atomic_layer)*1000)/1000} μm²
V_sphere = ${Math.round(((4/3)*Math.PI*Math.pow(sphere_radius,3))*1000)/1000} μm³

Surface atoms percentage = ${Math.round(((3*atomic_layer/sphere_radius)*100)*1000)/1000} %`; } else if (selected_type == "cuboid" && cuboid_height !==0 && cuboid_length !== 0 && cuboid_width !== 0) { return html`V_surface = ${Math.round(((2*cuboid_width*cuboid_length*atomic_layer)+(2*cuboid_length*cuboid_height*atomic_layer)+(2*cuboid_width*cuboid_height*atomic_layer))*1000)/1000} μm²
V_cuboid = ${Math.round((cuboid_height*cuboid_length*cuboid_width)*1000)/1000} μm³

Surface atoms percentage = ${Math.round(((2*atomic_layer*(1/cuboid_height+1/cuboid_length+1/cuboid_width))*100)*1000)/1000} %`; } else if (selected_type == "rod" && rod_radius !== 0) { return html`V_surface = ${Math.round((2*Math.PI*rod_radius*rod_length*atomic_layer)*1000)/1000} μm²
V_rod = ${Math.round((Math.PI*Math.pow(rod_radius,2)*rod_length)*1000)/1000} μm³

Surface atoms percentage = ${Math.round(((2*atomic_layer/rod_radius)*100)*1000)/1000} %`; } else { return html``; } } else { if (selected_type_gr == "σφαίρα" && sphere_radius_gr !== 0) { return html`V_{επιφάνειας} = ${Math.round((4*Math.PI*Math.pow(sphere_radius_gr,2)*atomic_layer_gr)*1000)/1000} μm²
V_{σφαίρας} = ${Math.round(((4/3)*Math.PI*Math.pow(sphere_radius_gr,3))*1000)/1000} μm³

Ποσοστό ατόμων επιφάνειας = ${Math.round(((3*atomic_layer_gr/sphere_radius_gr)*100)*1000)/1000} %`; } else if (selected_type_gr == "κυβοειδές" && cuboid_height_gr !==0 && cuboid_length_gr !== 0 && cuboid_width_gr !== 0) { return html`V_{επιφάνειας} = ${Math.round((2*cuboid_width_gr*cuboid_length_gr*atomic_layer_gr+2*cuboid_length_gr*cuboid_height_gr*atomic_layer_gr+2*cuboid_width_gr*cuboid_height_gr*atomic_layer_gr)*1000)/1000} μm²
V_{κυβοειδούς} = ${Math.round((cuboid_height_gr*cuboid_length_gr*cuboid_width_gr)*1000)/1000} μm³

Ποσοστό ατόμων επιφάνειας = ${Math.round(((2*atomic_layer_gr*(1/cuboid_height_gr+1/cuboid_length_gr+1/cuboid_width_gr))*100)*1000)/1000} %`; } else if (selected_type_gr == "κύλινδρος" && rod_radius_gr !== 0) { return html`V_{επιφάνειας} = ${Math.round((2*Math.PI*rod_radius_gr*rod_length_gr*atomic_layer_gr)*1000)/1000} μm²
V_{κυλίνδρου} = ${Math.round((Math.PI*Math.pow(rod_radius_gr,2)*rod_length_gr)*1000)/1000} μm³

Ποσοστό ατόμων επιφάνειας = ${Math.round(((2*atomic_layer_gr/rod_radius_gr)*100)*1000)/1000} %`; } else { return html``; } } }35:T1122,unitsArr = [ { 'unit': 'T(Tesla)', 'T(Tesla)': magnitude, 'A/m': (magnitude*(Math.pow(10,4)/4/Math.PI)).toExponential(4), 'kA/m': (magnitude*(Math.pow(10,4)/4/Math.PI/1000)).toExponential(4), 'A.m²/kg': (magnitude*((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"])).toExponential(4), 'G(Gauss)': magnitude*10000, 'Oe(Oersted)': magnitude*10000, 'emu/g': (magnitude*((Math.pow(10,4)/4/Math.PI)*selected_el["Density (kg/m³)"])).toExponential(4), 'emu/cm³': (magnitude*((Math.pow(10,4)/4/Math.PI)/1000)).toExponential(4) }, { 'unit': 'A/m', 'T(Tesla)': (magnitude*(1/(Math.pow(10,4)/4/Math.PI))).toExponential(4), 'A/m': magnitude, 'kA/m': magnitude/1000, 'A.m²/kg': (magnitude/selected_el["Density (kg/m³)"]).toExponential(4), 'G(Gauss)': (magnitude*(1/(Math.pow(10,3)/4/Math.PI))).toExponential(4), 'Oe(Oersted)': (magnitude*(1/(Math.pow(10,3)/4/Math.PI))).toExponential(4), 'emu/g': (magnitude/selected_el["Density (kg/m³)"]).toExponential(4), 'emu/cm³': magnitude/1000 }, { 'unit': 'kA/m', 'T(Tesla)': (magnitude*((1/(Math.pow(10,4)/4/Math.PI))/1000)).toExponential(4), 'A/m': magnitude/1000, 'kA/m': magnitude, 'A.m²/kg': (magnitude*((1/selected_el["Density (kg/m³)"])/1000)).toExponential(4), 'G(Gauss)': (magnitude*((1/(Math.pow(10,3)/4/Math.PI))/1000)).toExponential(4), 'Oe(Oersted)': (magnitude*((1/(Math.pow(10,3)/4/Math.PI))/1000)).toExponential(4), 'emu/g': (magnitude*((1/selected_el["Density (kg/m³)"])/1000)).toExponential(4), 'emu/cm³': magnitude }, { 'unit': 'A.m²/kg', 'T(Tesla)': (magnitude*(1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))).toExponential(4), 'A/m': magnitude*selected_el["Density (kg/m³)"], 'kA/m': magnitude*(selected_el["Density (kg/m³)"]/1000), 'A.m²/kg': magnitude, 'G(Gauss)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))*10000)).toExponential(4), 'Oe(Oersted)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))*10000)).toExponential(4), 'emu/g': magnitude, 'emu/cm³': magnitude*(selected_el["Density (kg/m³)"]/1000) }, { 'unit': 'G(Gauss)', 'T(Tesla)': magnitude/10000, 'A/m': (magnitude*(1000/4/Math.PI)).toExponential(4), 'kA/m': (magnitude*(((1000/4/Math.PI)/1000))).toExponential(4), 'A.m²/kg': (magnitude*(((1000/4/Math.PI)/selected_el["Density (kg/m³)"]))).toExponential(4), 'G(Gauss)': magnitude, 'Oe(Oersted)': magnitude, 'emu/g': (magnitude*(((1000/4/Math.PI)/selected_el["Density (kg/m³)"]))).toExponential(4), 'emu/cm³': (magnitude*(1/4/Math.PI)).toExponential(4) }, { 'unit': 'Oe(Oersted)', 'T(Tesla)': magnitude/10000, 'A/m': (magnitude*(1000/4/Math.PI)).toExponential(4), 'kA/m': (magnitude*((1000/4/Math.PI)/1000)).toExponential(4), 'A.m²/kg': (magnitude*((1000/4/Math.PI)/selected_el["Density (kg/m³)"])).toExponential(4), 'G(Gauss)': magnitude, 'Oe(Oersted)': magnitude, 'emu/g': (magnitude*((1000/4/Math.PI)/selected_el["Density (kg/m³)"])).toExponential(4), 'emu/cm³': (magnitude*(1/4/Math.PI)).toExponential(4) }, { 'unit': 'emu/g', 'T(Tesla)': (magnitude*(1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))).toExponential(4), 'A/m': magnitude*selected_el["Density (kg/m³)"], 'kA/m': magnitude*(selected_el["Density (kg/m³)"]/1000), 'A.m²/kg': magnitude, 'G(Gauss)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))*10000)).toExponential(4), 'Oe(Oersted)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/selected_el["Density (kg/m³)"]))*10000)).toExponential(4), 'emu/g': magnitude, 'emu/cm³': magnitude*(selected_el["Density (kg/m³)"]/1000) }, { 'unit': 'emu/cm³', 'T(Tesla)': (magnitude*(1/((Math.pow(10,4)/4/Math.PI)/1000))).toExponential(4), 'A/m': magnitude*1000, 'kA/m': magnitude, 'A.m²/kg': (magnitude*(1000/selected_el["Density (kg/m³)"])).toExponential(4), 'G(Gauss)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/1000))*10000)).toExponential(4), 'Oe(Oersted)': (magnitude*((1/((Math.pow(10,4)/4/Math.PI)/1000))*10000)).toExponential(4), 'emu/g': (magnitude*(1000/selected_el["Density (kg/m³)"])).toExponential(4), 'emu/cm³': magnitude } ]36:Tfdc,function table_vol_fraction(lang) { viewof user_custom_mol_weight.addEventListener("input", () => { setTimeout(() => { viewof user_custom_mol_weight.focus(); }, 100); }); viewof user_custom_density.addEventListener("input", () => { setTimeout(() => { viewof user_custom_density.focus(); }, 100); }); viewof user_custom_R.addEventListener("input", () => { setTimeout(() => { viewof user_custom_R.focus(); }, 100); }); viewof user_custom_sol_vol.addEventListener("input", () => { setTimeout(() => { viewof user_custom_sol_vol.focus(); }, 100); }); viewof user_custom_sol_conc.addEventListener("input", () => { setTimeout(() => { viewof user_custom_sol_conc.focus(); }, 100); }); return html`

${lang == "en" ? "Material Data" : "Υλικό"}			${lang == "en" ? "1 Particle (P)" :"1 Σωματίδιο (P)"}			${lang == "en" ? "Solution" : "Διάλυμα"}		${lang == "en" ? "Particles in Solution" : "Σωματίδια στο Διάλυμα"}
${lang == "en" ? "Formula" : "Χημικός Τύπος"}	${lang == "en" ? "Molecular Weight" : "Μοριακό Βάρος"}	${lang == "en" ? "Density": "Πυκνότητα"}_MNPs(g/mL)	R(nm)	${lang == "en" ? "Volume": "Όγκος"}_P(cm³)	${lang == "en" ? "mass": "μάζα"}_P(g)	${lang == "en" ? "Solution volume" : "Όγκος"}(mL)	${lang == "en" ? "Solution Concentration" : "Συγκέντρωση"}_MNPs(g/mL)	${lang == "en" ? "Number of Particles" : "Αριθμός Σωματιδίων"} N=m_MNPs/m_P	V_{${lang == "en" ? "Particles" : "Σωματιδίων"}}(cm³) N.V_P	${lang == "en" ? "Number of Particles" : "Αριθμός Σωματιδίων"} N=V_MNPs/V_P	${lang == "en" ? "Volume Fraction" : "Κλάσμα Όγκου"} V_MNPs/V_sol
${viewof material_mol_weight}	${mol_weight_cell}	${density_cell}	${viewof user_custom_R}	${MNP_volume_cell}	${MNP_mass_cell}	${viewof user_custom_sol_vol}	${viewof user_custom_sol_conc}	${num_MNPs_cell !== "NaN" ? num_MNPs_cell : ""}	${vol_MNPs_cell !== "NaN" ? vol_MNPs_cell : ""}	${num_MNPs_vol_cell !== "NaN" ? num_MNPs_vol_cell : ""}	${vol_fraction_cell !== "NaN" ? vol_fraction_cell + "%" : ""}

` }37:Ta1c,function table_langevin(lang) { viewof user_langevin_T.addEventListener("input", () => { setTimeout(() => { viewof user_langevin_T.focus(); }, 100); }); viewof user_langevin_Ms.addEventListener("input", () => { setTimeout(() => { viewof user_langevin_Ms.focus(); }, 100); }); viewof user_langevin_ms.addEventListener("input", () => { setTimeout(() => { viewof user_langevin_ms.focus(); }, 100); }); viewof user_langevin_ρ.addEventListener("input", () => { setTimeout(() => { viewof user_langevin_ρ.focus(); }, 100); }); viewof user_langevin_r.addEventListener("input", () => { setTimeout(() => { viewof user_langevin_r.focus(); }, 100); }); const Md=user_langevin_ρ*user_langevin_Ms; const φ=user_langevin_ms/user_langevin_Ms; const Vm=(4/3)*Math.PI*Math.pow(user_langevin_r, 3)*Math.pow(10,-27); const μ0=4*Math.PI*Math.pow(10, -7); const kB=1.38*Math.pow(10,-23); return html`

${lang == "en" ? "Conditions" : "Συνθήκες"}	${lang == "en" ? "Material" : "Υλικό"}					${lang == "en" ? "Size" : "Διαστάσεις"}		${lang == "en" ? "Constants" : "Σταθερές"}		χ_i
${"T(K)"}	${"ρ(Kgm^-3)"}	${"M_d(A/m)"}	${"m_s(emu/g<->Am²/kg)"}	${"M_s(emu/g<->Am²/kg)"}	${"φ"}	${"r(nm)"}	${"V_m(m³)"}	${"μ₀(TmA^-1)"}	${"k_B(J/K)"}
${viewof user_langevin_T}	${viewof user_langevin_ρ}	*${Math.round(Md1000)/1000}**	${viewof user_langevin_ms}	${viewof user_langevin_Ms}	*${Math.round(φ1000)/1000}**	${viewof user_langevin_r}	${Vm.toExponential(4)}	${μ0.toExponential(3)}	${kB.toExponential(3)}	*${Math.round((μ0(φMath.pow(Md, 2)Vm)/(3kBuser_langevin_T))1000)/1000}*

` }38:T809,function table_chantrell(lang) { viewof user_chantrell_Ms.addEventListener("input", () => { setTimeout(() => { viewof user_chantrell_Ms.focus(); }, 100); }); viewof user_chantrell_ms.addEventListener("input", () => { setTimeout(() => { viewof user_chantrell_ms.focus(); }, 100); }); viewof user_chantrell_χin.addEventListener("input", () => { setTimeout(() => { viewof user_chantrell_χin.focus(); }, 100); }); viewof user_chantrell_T.addEventListener("input", () => { setTimeout(() => { viewof user_chantrell_T.focus(); }, 100); }); viewof user_chantrell_H0.addEventListener("input", () => { setTimeout(() => { viewof user_chantrell_H0.focus(); }, 100); }); const kB=1.38*Math.pow(10,-23); const DM=Math.pow((((18*kB*user_chantrell_T)/(Math.PI*user_chantrell_Ms))*Math.sqrt(user_chantrell_χin/(3*user_chantrell_ms*user_chantrell_H0))), (1/3)); const dev=(1/3)*Math.sqrt(Math.log((3*user_chantrell_χin)/(user_chantrell_ms/user_chantrell_H0))); return html`

${lang == "en" ? "Components of Equation" : "Παράμετροι εξίσωσης"}						${"D_M (nm)"}	${"σ_ν (nm)"}
${"M_s(emu/g<->Am²/kg)"}	${"m_s(emu/g<->Am²/kg)"}	${"χ_in"}	${"T(K)"}	${"H₀(A/m)"}	${"k_B(J/K)"}
${viewof user_chantrell_Ms}	${viewof user_chantrell_ms}	${viewof user_chantrell_χin}	${viewof user_chantrell_T}	${viewof user_chantrell_H0}	${kB.toExponential(3)}	*${Math.round((DMMath.pow(10,9))100)/100}*	${Math.round(dev*100)/100}

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protopasta-3dfilament@1.csv","type":"text/csv","lastModified":1694873753981.555,"size":6696},{"id":"c43bed45c2e6f50f8f8ea48366492f917df431161723ab07876661e67f12c81243b82e7aa835782c8675100e7d5df4b7a23d1f80a765e4bd4d9b0588e5eef2fb","href":"https://static.observableusercontent.com/files/c43bed45c2e6f50f8f8ea48366492f917df431161723ab07876661e67f12c81243b82e7aa835782c8675100e7d5df4b7a23d1f80a765e4bd4d9b0588e5eef2fb","name":"makis - ni-nanoparticles@1.csv","type":"text/csv","lastModified":1694873828862.909,"size":5933}] 2f:{"title":"Magworld Calculations","cells":[{"id":0,"value":"# Magworld Calculations","pinned":false,"hidden":false,"mode":"md"},{"id":246,"value":"# Material Properties","pinned":false,"hidden":false,"mode":"md"},{"id":249,"value":"material_properties = await FileAttachment(\"makis - material_properties.csv\").csv({typed: \"auto\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":251,"value":"materialsList=material_properties","pinned":true,"hidden":false,"mode":"ojs"},{"id":253,"value":"viewof material = {\n const material = Inputs.select(materialsList, {label: \"\", format: x => x.formula});\n material.style.width = \"100px\";\n return material;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":255,"value":"$31","pinned":false,"hidden":false,"mode":"ojs"},{"id":543,"value":"$32","pinned":false,"hidden":false,"mode":"ojs"},{"id":244,"value":"# Binary alloys","pinned":false,"hidden":false,"mode":"md"},{"id":220,"value":"binary_alloys = await FileAttachment(\"makis - binary_alloys.csv\").csv({typed: \"auto\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":65,"value":"alloysList = binary_alloys","pinned":true,"hidden":false,"mode":"ojs"},{"id":235,"value":"viewof element1 = Inputs.select(alloysList, {label: \"\", format: x => x.element})","pinned":true,"hidden":false,"mode":"ojs"},{"id":32,"value":"// viewof alloysatoms1 = Inputs.number([0, Infinity], {step: 1, label: \"\", value: 1})\n\nviewof alloysatoms1 = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":26,"value":"viewof element2 = Inputs.select(alloysList, {label: \"\", format: x => x.element})","pinned":true,"hidden":false,"mode":"ojs"},{"id":34,"value":"// viewof alloysatoms2 = Inputs.number([0, Infinity], {step: 1, label: \"\", value:1})\n\nviewof alloysatoms2 = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":23,"value":"createdAlloyDensity=element1.density*(alloysatoms1/(alloysatoms1+alloysatoms2))+element2.density*(alloysatoms2/(alloysatoms1+alloysatoms2))","pinned":true,"hidden":false,"mode":"ojs"},{"id":30,"value":"createdAlloyAtomicWeight=(element1.mol)*alloysatoms1+(element2.mol)*alloysatoms2","pinned":true,"hidden":false,"mode":"ojs"},{"id":2107,"value":"$33","pinned":true,"hidden":false,"mode":"ojs"},{"id":2113,"value":"binaryalloys_table_en = binaryalloys_table(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":2119,"value":"binaryalloys_table_gr = binaryalloys_table(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":334,"value":"# Hysteresis Loop","pinned":false,"hidden":false,"mode":"md"},{"id":556,"value":"viewof unitX = Inputs.select(unitX_hysterisis, {label: \"Select the unit for x-axis (magnetic field)\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":578,"value":"viewof unitX_gr = Inputs.select(unitX_hysterisis, {label: \"Επιλέξτε μονάδα μέτρησης για τον άξονα x (Μαγνητικό Πεδίο)\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":566,"value":"viewof unitY = Inputs.select(unitY_hysterisis, {label: \"Select the unit for y-axis (magnetization)\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":580,"value":"viewof unitY_gr = Inputs.select(unitY_hysterisis, {label: \"Επιλέξτε μονάδα μέτρησης για τον άξονα y (Μαγνήτιση)\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":340,"value":"viewof csvfile = Inputs.file({label: \"Upload your CSV file\", accept: \".csv\", required: true});","pinned":true,"hidden":false,"mode":"ojs"},{"id":397,"value":"hysteresisLoopData = csvfile.csv({typed: true})","pinned":false,"hidden":false,"mode":"ojs"},{"id":402,"value":"scatterlot = Plot.plot({\n grid: true,\n x: {domain: [-1,1], label: `Magnetic Field (${unitX})`},\n y: {label: `Magnetization (${unitY})`},\n marks: [\n Plot.dot(hysteresisLoopData, \n {x: \"magnetic_field\", y: \"magnetization\"}\n )\n ]\n})","pinned":true,"hidden":false,"mode":"ojs"},{"id":582,"value":"scatterlot_gr = Plot.plot({\n grid: true,\n x: {domain: [-1,1], label: `Μαγνητικό Πεδίο (${unitX_gr})`},\n y: {label: `Μαγνήτιση (${unitY_gr})`},\n marks: [\n Plot.dot(hysteresisLoopData, \n {x: \"magnetic_field\", y: \"magnetization\"}\n )\n ]\n})","pinned":true,"hidden":false,"mode":"ojs"},{"id":558,"value":"unitX_hysterisis = [\"Oe\", \"A/m\", \"T\"]","pinned":false,"hidden":false,"mode":"ojs"},{"id":560,"value":"unitY_hysterisis = [\"A m²/kg\", \"KA/m\"]","pinned":false,"hidden":false,"mode":"ojs"},{"id":428,"value":"# Reference Hysteresis Loops","pinned":false,"hidden":false,"mode":"md"},{"id":431,"value":"hysteresisLoopData_ni_rod = FileAttachment(\"makis - ni-rod-hl@2.csv\").csv({typed: true})","pinned":false,"hidden":false,"mode":"ojs"},{"id":468,"value":"hysteresisLoopData_Fe3O4 = FileAttachment(\"makis - Fe3O4-nanoparticles@3.csv\").csv({typed: true})","pinned":false,"hidden":false,"mode":"ojs"},{"id":477,"value":"hysteresisLoopData_protopasta = FileAttachment(\"makis - protopasta-3dfilament@1.csv\").csv({typed: true})","pinned":false,"hidden":false,"mode":"ojs"},{"id":481,"value":"hysteresisLoopData_ni_nanoparticles = FileAttachment(\"makis - ni-nanoparticles@1.csv\").csv({typed: true})","pinned":false,"hidden":false,"mode":"ojs"},{"id":586,"value":"function scatterplot_function(data,lang){\n return Plot.plot({\n grid: true,\n x: {domain: [-1,1], label: lang == \"en\" ? \"Magnetic field: μ₀H (T)\" : \"Μαγνητικό Πεδίο: μ₀H (T)\"},\n y: {label: lang == \"en\" ? \"Magnetization: M (A m²/kg)\" : \"Μαγνήτιση: M (A m²/kg)\"},\n marks: [\n Plot.dot(data, {x: \"magnetic_field\", y: \"magnetization\"})\n ]\n}) \n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":591,"value":"scatterlot__ni_rod_en = scatterplot_function(hysteresisLoopData_ni_rod,\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":957,"value":"button1_en = downloadButtonPNG(scatterlot__ni_rod_en, {filename:\"scatterplot-ni-rod.png\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1727,"value":"button1txt_en = downloadbuttonTXT4(\"en\")","pinned":false,"hidden":false,"mode":"ojs"},{"id":1633,"value":"FileAttachment(\"Fe3O4-nanoparticles.txt\").text()","pinned":false,"hidden":false,"mode":"ojs"},{"id":597,"value":"scatterlot__ni_rod_gr = scatterplot_function(hysteresisLoopData_ni_rod,\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":959,"value":"button1_gr = downloadButtonPNG(scatterlot__ni_rod_gr, {filename:\"scatterplot-ni-rod.png\", buttonText:\"Κατεβάστε σε μορφή PNG\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1729,"value":"button1txt_gr = downloadbuttonTXT4(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":472,"value":"scatterlot_Fe3O4_en = scatterplot_function(hysteresisLoopData_Fe3O4, \"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":961,"value":"button2_en = downloadButtonPNG(scatterlot_Fe3O4_en, {filename:\"scatterplot-Fe304.png\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1723,"value":"button2txt_en = downloadbuttonTXT1(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":609,"value":"scatterlot_Fe3O4_gr = scatterplot_function(hysteresisLoopData_Fe3O4, \"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":963,"value":"button2_gr = downloadButtonPNG(scatterlot_Fe3O4_gr, {filename:\"scatterplot-Fe304.png\", buttonText:\"Κατεβάστε σε μορφή PNG\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1725,"value":"button2txt_gr = downloadbuttonTXT1(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":479,"value":"scatterlot_protopasta_en = scatterplot_function(hysteresisLoopData_protopasta, \"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":965,"value":"button3_en = downloadButtonPNG(scatterlot_protopasta_en, {filename:\"scatterplot-protopasta.png\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1734,"value":"button3txt_en = downloadbuttonTXT3(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":614,"value":"scatterlot_protopasta_gr = scatterplot_function(hysteresisLoopData_protopasta, \"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":967,"value":"button3_gr = downloadButtonPNG(scatterlot_protopasta_gr, {filename:\"scatterplot-protopasta.png\", buttonText:\"Κατεβάστε σε μορφή PNG\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1736,"value":"button3txt_gr = downloadbuttonTXT3(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":484,"value":"scatterlot_ni_nanoparticles_en = scatterplot_function(hysteresisLoopData_ni_nanoparticles, \"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":969,"value":"button4_en = downloadButtonPNG(scatterlot_ni_nanoparticles_en, {filename:\"scatterplot-ni-nanoparticles.png\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1740,"value":"button4txt_en = downloadbuttonTXT2(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":618,"value":"scatterlot_ni_nanoparticles_gr = scatterplot_function(hysteresisLoopData_ni_nanoparticles, \"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":971,"value":"button4_gr = downloadButtonPNG(scatterlot_ni_nanoparticles_gr, {filename:\"scatterplot-ni-nanoparticles.png\", buttonText:\"Κατεβάστε σε μορφή PNG\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1742,"value":"button4txt_gr = downloadbuttonTXT2(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":749,"value":"# Estimations - Zoom to microworld","pinned":false,"hidden":false,"mode":"md"},{"id":648,"value":"## Surface Percentage of atoms","pinned":false,"hidden":false,"mode":"md"},{"id":710,"value":"viewof atomic_layer = Inputs.number([0, Infinity], {label: \"Please give the atomic layer thickness (in μm)\", value: 0.00022})","pinned":false,"hidden":false,"mode":"ojs"},{"id":650,"value":"viewof selected_type = {\n const selected_type = Inputs.select(type_list, {label: \"Please select the type of the geometrical object\"});\n return selected_type;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":670,"value":"user_inputs = {\n if (selected_type == \"sphere\") {\n return html `${viewof sphere_radius}`;\n} else if (selected_type == \"cuboid\") {\n return html`${viewof cuboid_length} ${viewof cuboid_width} ${viewof cuboid_height}`;\n} else if (selected_type == \"rod\") {\n return html`${viewof rod_length} ${viewof rod_radius}`;\n}\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":942,"value":"results_en = results_surface_atoms(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":806,"value":"viewof atomic_layer_gr = Inputs.number([0, Infinity], {label: \"Δώστε το πάχος του ατομικού υποστρώματος (σε μm)\", value: 0.00022})","pinned":false,"hidden":false,"mode":"ojs"},{"id":809,"value":"viewof selected_type_gr = {\n const selected_type_gr = Inputs.select(type_list_gr, {label: \"Δώστε τον γεωμετρικό τύπο του αντικειμένου\"});\n return selected_type_gr;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":814,"value":"user_inputs_gr = {\n if (selected_type_gr == \"σφαίρα\") {\n return html `${viewof sphere_radius_gr}`;\n} else if (selected_type_gr == \"κυβοειδές\") {\n return html`${viewof cuboid_length_gr} ${viewof cuboid_width_gr} ${viewof cuboid_height_gr}`;\n} else if (selected_type_gr == \"κύλινδρος\") {\n return html`${viewof rod_length_gr} ${viewof rod_radius_gr}`;\n}\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":944,"value":"results_gr = results_surface_atoms(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":697,"value":"$34","pinned":true,"hidden":false,"mode":"ojs"},{"id":657,"value":"viewof sphere_radius = Inputs.number([0, Infinity], {label: \"Please give the sphere radius (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":818,"value":"viewof sphere_radius_gr = Inputs.number([0, Infinity], {label: \"Δώστε την ακτίνα της σφαίρας (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":660,"value":"viewof cuboid_length = Inputs.number([0, Infinity], {label: \"Please give the cuboid length (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":820,"value":"viewof cuboid_length_gr = Inputs.number([0, Infinity], {label: \"Δώστε το μήκος του κυβοειδούς (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":661,"value":"viewof cuboid_width = Inputs.number([0, Infinity], {label: \"Please give the cuboid width (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":822,"value":"viewof cuboid_width_gr = Inputs.number([0, Infinity], {label: \"Δώστε το πλάτος του κυβοειδούς (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":664,"value":"viewof cuboid_height = Inputs.number([0, Infinity], {label: \"Please give the cuboid height (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":824,"value":"viewof cuboid_height_gr = Inputs.number([0, Infinity], {label: \"Δώστε το ύψος του κυβοειδούς (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":666,"value":"viewof rod_length = Inputs.number([0, Infinity], {label: \"Please give the rod length (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":826,"value":"viewof rod_length_gr = Inputs.number([0, Infinity], {label: \"Δώστε το μήκος του κυλίνδρου (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":668,"value":"viewof rod_radius = Inputs.number([0, Infinity], {label: \"Please give the rod radius (in μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":828,"value":"viewof rod_radius_gr = Inputs.number([0, Infinity], {label: \"Δώστε την ακτίνα του κυλίνδρου (σε μm)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":652,"value":"type_list = [\"sphere\", \"cuboid\", \"rod\"]","pinned":false,"hidden":false,"mode":"ojs"},{"id":812,"value":"type_list_gr = [\"σφαίρα\", \"κυβοειδές\", \"κύλινδρος\"]","pinned":false,"hidden":false,"mode":"ojs"},{"id":486,"value":"# Magnetic Unit Conversions","pinned":false,"hidden":false,"mode":"md"},{"id":518,"value":"function table_unit_conv(lang) {\n viewof magnitude.addEventListener(\"input\", () => {\n setTimeout(() => {\n viewof magnitude.focus();\n }, 100);\n });\n return html`\n\n\n \n \n \n \n \n \n \n \n\n\n \n \n \n \n \n \n \n \n\n

${lang == \"en\" ? \"Material\" : \"Υλικό\"}	${lang == \"en\" ? \"Unit 1\" : \"Μονάδα Μέτρησης 1\"}	${lang == \"en\" ? \"Magnitude 1\": \"Μαγνήτιση 1\"}	${lang == \"en\" ? \"Convert to\" : \"Μετατροπή σε\"}	${lang == \"en\" ? \"Unit 2\" : \"Μονάδα Μέτρησης 2\"}	${lang == \"en\" ? \"Magnitude 2\" : \"Μαγνήτιση 2\"}
${viewof selected_el}	${viewof selected_unit1}	${viewof magnitude}	=	${viewof selected_unit2}	${unitsArr.filter(el => el[\"unit\"] === selected_unit1)[0][selected_unit2]}

\n`\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1603,"value":"table_unit_conv_en = table_unit_conv(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1504,"value":"table_conversions_all = html`\n\n\n \n \n \n \n \n \n \n \n \n \n \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n

Unit	T	A/M	kA/m	Am²/kg	G	Oe	emu/g	emu/cm³
T	1
A/M
kA/m
Am²/kg
G
Oe
emu/g
emu/cm³

\n`","pinned":false,"hidden":false,"mode":"ojs"},{"id":1625,"value":"table_unit_conv_gr = table_unit_conv(\"gr\")","pinned":false,"hidden":false,"mode":"ojs"},{"id":540,"value":"$35","pinned":false,"hidden":false,"mode":"ojs"},{"id":496,"value":"elements_list = makisMagnetic_unit_conversions","pinned":true,"hidden":false,"mode":"ojs"},{"id":500,"value":"viewof selected_el = {\n const selected_el = Inputs.select(elements_list, {label: \"\", format: x => x.Element});\n selected_el.style.width = \"100px\";\n return selected_el;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":503,"value":"units_list = [\"T(Tesla)\",\"A/m\",\"kA/m\",\"A.m²/kg\",\"G(Gauss)\",\"Oe(Oersted)\",\"emu/g\",\"emu/cm³\"]","pinned":true,"hidden":false,"mode":"ojs"},{"id":507,"value":"viewof selected_unit1 = {\n const selected_unit1 = Inputs.select(units_list, {label: \"\"});\n selected_unit1.style.width = \"100px\";\n return selected_unit1;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":509,"value":"viewof selected_unit2 = {\n const selected_unit2 = Inputs.select(units_list, {label: \"\"});\n selected_unit2.style.width = \"100px\";\n return selected_unit2;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":523,"value":"// viewof magnitude = Inputs.number([0, Infinity], {label: \"\", value: 1})\n\nviewof magnitude = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":490,"value":"makisMagnetic_unit_conversions = await FileAttachment(\"makis - magnetic_unit_conversions@2.csv\").csv({typed: \"auto\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":998,"value":"# Scherrer","pinned":false,"hidden":false,"mode":"md"},{"id":1000,"value":"viewof selected_l = {\n const selected_l = Inputs.select([\"Cu\", \"Mo\", \"Set a custom value for λ\"], {label: \"Select a value for λ\"});\n // selected_l.style.width = \"50%\";\n return selected_l;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":1166,"value":"viewof selected_l_gr = {\n const selected_l_gr = Inputs.select([\"Cu\", \"Mo\", \"Δώστε παρακάτω την δική σας τιμή για το λ\"], {label: \"Δώστε τιμή για το λ\"});\n // selected_l.style.width = \"50%\";\n return selected_l_gr;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":1118,"value":"viewof user_custom_l = Inputs.number([0, Infinity], {label: \"λ (Å)\", value: (selected_l == \"Cu\" ? 1.54184 : selected_l == \"Mo\" ? 0.71073 : 0), disabled: (selected_l !== \"Set a custom value for λ\")})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1168,"value":"viewof user_custom_l_gr = Inputs.number([0, Infinity], {label: \"λ (Å)\", value: (selected_l_gr == \"Cu\" ? 1.54184 : selected_l_gr == \"Mo\" ? 0.71073 : 0), disabled: (selected_l_gr !== \"Δώστε παρακάτω την δική σας τιμή για το λ\")})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1102,"value":"viewof user_custom_2theta = Inputs.number([0, Infinity], {label: \"Please give a value for 2θ in degrees (Diffraction Peak Angle)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1174,"value":"viewof user_custom_2theta_gr = Inputs.number([0, Infinity], {label: \"Δώστε τιμή για το 2θ σε μοίρες (Θέση μεγίστου)\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1108,"value":"viewof user_custom_b = Inputs.number([0, Infinity], {label: \"Please give a value for b (FWHM - Full width at half maximum) in degrees\", value: 0})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1177,"value":"viewof user_custom_b_gr = Inputs.number([0, Infinity], {label: \"Δώστε τιμή για το b (FWHM - Πλήρες εύρος στο 1/2 του μεγίστου) σε μοίρες\", value: 0})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1075,"value":"values_l = ({\n \"Cu\": 1.54184,\n \"Mo\": 0.71073,\n \"custom\": selected_l == \"Set a custom value for λ\" ? user_custom_l : 0\n})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1180,"value":"values_l_gr = ({\n \"Cu\": 1.54184,\n \"Mo\": 0.71073,\n \"custom\": selected_l_gr == \"Δώστε παρακάτω την δική σας τιμή για το λ\" ? user_custom_l_gr : 0\n})","pinned":false,"hidden":false,"mode":"ojs"},{"id":1042,"value":"D = {\n let D;\n let divider = ((user_custom_b*Math.PI)/180) * Math.cos(((user_custom_2theta/2)*Math.PI)/180);\n D = selected_l == \"Cu\" ? (0.9*values_l[\"Cu\"])/divider : selected_l == \"Mo\" ? (0.9*values_l[\"Mo\"])/divider : (0.9*values_l[\"custom\"])/divider;\n return D!= Infinity ? html`D = ${Math.round(D * 100) / 100} Å` : html``;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":1184,"value":"D_gr = {\n let D;\n let divider = ((user_custom_b_gr*Math.PI)/180) * Math.cos(((user_custom_2theta_gr/2)*Math.PI)/180);\n D = selected_l_gr == \"Cu\" ? (0.9*values_l_gr[\"Cu\"])/divider : selected_l_gr == \"Mo\" ? (0.9*values_l_gr[\"Mo\"])/divider : (0.9*values_l_gr[\"custom\"])/divider;\n return D!= Infinity ? html`D = ${Math.round(D * 100) / 100} Å` : html``;\n}","pinned":false,"hidden":false,"mode":"ojs"},{"id":1205,"value":"# Volume Fraction","pinned":false,"hidden":false,"mode":"md"},{"id":1424,"value":"density_cell","pinned":true,"hidden":false,"mode":"ojs"},{"id":1428,"value":"user_custom_density","pinned":true,"hidden":false,"mode":"ojs"},{"id":1466,"value":"table_vol_fraction_en = table_vol_fraction(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1479,"value":"table_vol_fraction_gr = table_vol_fraction(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1209,"value":"$36","pinned":true,"hidden":false,"mode":"ojs"},{"id":1230,"value":"viewof material_mol_weight = {\n const material = Inputs.select(material_mol_weight_list, {label: \"\", format: x => x.Formula});\n material.style.width = \"100px\";\n return material;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1288,"value":"// viewof user_custom_mol_weight = {\n// const user_custom_mol_weight = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_custom_mol_weight.style.width = \"50px\";\n// return user_custom_mol_weight;\n// }\n\nviewof user_custom_mol_weight = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1302,"value":"// viewof user_custom_density = {\n// const user_custom_density = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_custom_density.style.width = \"50px\";\n// return user_custom_density;\n// }\n\nviewof user_custom_density = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1318,"value":"// viewof user_custom_R = {\n// const user_custom_R = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_custom_R.style.width = \"80px\";\n// return user_custom_R;\n// }\n\nviewof user_custom_R = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1359,"value":"// viewof user_custom_sol_vol = {\n// const user_custom_sol_vol = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_custom_sol_vol.style.width = \"80px\";\n// return user_custom_sol_vol;\n// }\n\nviewof user_custom_sol_vol = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1364,"value":"// viewof user_custom_sol_conc = {\n// const user_custom_sol_conc = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_custom_sol_conc.style.width = \"80px\";\n// return user_custom_sol_conc;\n// }\n\nviewof user_custom_sol_conc = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1333,"value":"mol_weight_cell = (material_mol_weight.Formula !== \"Other\") ? material_mol_weight_list.filter(e => e[\"Formula\"]==material_mol_weight[\"Formula\"])[0][\"Molecular Weight\"] : viewof user_custom_mol_weight","pinned":true,"hidden":false,"mode":"ojs"},{"id":1336,"value":"density_cell = (material_mol_weight.Formula !== \"Other\") ? material_mol_weight_list.filter(e => e[\"Formula\"]==material_mol_weight[\"Formula\"])[0][\"Density (g/mL)\"] : viewof user_custom_density","pinned":true,"hidden":false,"mode":"ojs"},{"id":1339,"value":"MNP_volume_cell = ((4/3)*Math.PI*Math.pow(user_custom_R,3)*Math.pow(10, -21)).toExponential(3)","pinned":true,"hidden":false,"mode":"ojs"},{"id":1383,"value":"MNP_mass_cell = {\n if (material_mol_weight.Formula !== \"Other\") {\n return (MNP_volume_cell*density_cell).toExponential(3);\n } else {\n return (MNP_volume_cell*user_custom_density).toExponential(3);\n }\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1376,"value":"num_MNPs_cell = ((user_custom_sol_vol*user_custom_sol_conc)/MNP_mass_cell).toExponential(3)","pinned":true,"hidden":false,"mode":"ojs"},{"id":1395,"value":"vol_MNPs_cell = (num_MNPs_cell*MNP_volume_cell).toExponential(3)","pinned":true,"hidden":false,"mode":"ojs"},{"id":1399,"value":"num_MNPs_vol_cell = {\n if (material_mol_weight.Formula !== \"Other\") {\n return (((user_custom_sol_vol*user_custom_sol_conc)/density_cell)/MNP_volume_cell).toExponential(3);\n } else {\n return (((user_custom_sol_vol*user_custom_sol_conc)/user_custom_density)/MNP_volume_cell).toExponential(3);\n }\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1404,"value":"vol_fraction_cell = (Math.round(((vol_MNPs_cell/user_custom_sol_vol)*100)*100)/100).toString()","pinned":true,"hidden":false,"mode":"ojs"},{"id":1268,"value":"material_mol_weight_list = makisMaterial_mol_weight","pinned":false,"hidden":false,"mode":"ojs"},{"id":1264,"value":"makisMaterial_mol_weight = await FileAttachment(\"makis - material_mol_weight@3.csv\").csv({typed: \"auto\"})","pinned":true,"hidden":false,"mode":"ojs"},{"id":1745,"value":"# Langevin","pinned":false,"hidden":false,"mode":"md"},{"id":1748,"value":"$37","pinned":true,"hidden":false,"mode":"ojs"},{"id":1751,"value":"langevin_en = table_langevin(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1908,"value":"langevin_gr = table_langevin(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1800,"value":"// viewof user_langevin_T = {\n// const user_langevin_T = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_langevin_T.style.width = \"60px\";\n// return user_langevin_T;\n// }\n\nviewof user_langevin_T = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1808,"value":"// viewof user_langevin_ρ = {\n// const user_langevin_ρ = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_langevin_ρ.style.width = \"60px\";\n// return user_langevin_ρ;\n// }\n\nviewof user_langevin_ρ = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1811,"value":"// viewof user_langevin_ms = {\n// const user_langevin_ms = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_langevin_ms.style.width = \"60px\";\n// return user_langevin_ms;\n// }\n\nviewof user_langevin_ms = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1815,"value":"// viewof user_langevin_Ms = {\n// const user_langevin_Ms = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_langevin_Ms.style.width = \"60px\";\n// return user_langevin_Ms;\n// }\n\nviewof user_langevin_Ms = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1840,"value":"// viewof user_langevin_r = {\n// const user_langevin_r = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_langevin_r.style.width = \"60px\";\n// return user_langevin_r;\n// }\n\nviewof user_langevin_r = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1915,"value":"# Chantrell","pinned":false,"hidden":false,"mode":"md"},{"id":1920,"value":"// viewof user_chantrell_Ms = {\n// const user_chantrell_Ms = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_chantrell_Ms.style.width = \"60px\";\n// return user_chantrell_Ms;\n// }\n\nviewof user_chantrell_Ms = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1922,"value":"// viewof user_chantrell_ms = {\n// const user_chantrell_ms = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_chantrell_ms.style.width = \"60px\";\n// return user_chantrell_ms;\n// }\n\nviewof user_chantrell_ms = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1924,"value":"// viewof user_chantrell_χin = {\n// const user_chantrell_χin = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_chantrell_χin.style.width = \"60px\";\n// return user_chantrell_χin;\n// }\n\nviewof user_chantrell_χin = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1926,"value":"// viewof user_chantrell_T = {\n// const user_chantrell_T = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_chantrell_T.style.width = \"60px\";\n// return user_chantrell_T;\n// }\n\nviewof user_chantrell_T = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1928,"value":"// viewof user_chantrell_H0 = {\n// const user_chantrell_H0 = Inputs.number([0, Infinity], {label: \"\", value: 0});\n// user_chantrell_H0.style.width = \"80px\";\n// return user_chantrell_H0;\n// }\n\nviewof user_chantrell_H0 = html``;","pinned":true,"hidden":false,"mode":"ojs"},{"id":1917,"value":"$38","pinned":true,"hidden":false,"mode":"ojs"},{"id":1932,"value":"table_chantrell_en = table_chantrell(\"en\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":1934,"value":"table_chantrell_gr = table_chantrell(\"gr\")","pinned":true,"hidden":false,"mode":"ojs"},{"id":955,"value":"### Imports Data etc.","pinned":false,"hidden":false,"mode":"md"},{"id":1637,"value":"function downloadbuttonTXT1(lang) {\n const button = DOM.download(\n FileAttachment(\"Fe3O4-nanoparticles.txt\").blob(),\n FileAttachment(\"Fe3O4-nanoparticles.txt\").name,\n `${lang == \"en\" ? \"Download TXT\" : \"Κατεβάστε σε μορφή TXT\"}`\n );\n return button;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1686,"value":"function downloadbuttonTXT2(lang) {\n const button = DOM.download(\n FileAttachment(\"ni-nanoparticles.txt\").blob(),\n FileAttachment(\"ni-nanoparticles.txt\").name,\n `${lang == \"en\" ? \"Download TXT\" : \"Κατεβάστε σε μορφή TXT\"}`\n );\n return button;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1688,"value":"function downloadbuttonTXT3(lang) {\n const button = DOM.download(\n FileAttachment(\"protopasta-3dfilament.txt\").blob(),\n FileAttachment(\"protopasta-3dfilament.txt\").name,\n `${lang == \"en\" ? \"Download TXT\" : \"Κατεβάστε σε μορφή TXT\"}`\n );\n return button;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":1691,"value":"function downloadbuttonTXT4(lang) {\n const button = DOM.download(\n FileAttachment(\"ni-rod-hl.txt\").blob(),\n FileAttachment(\"ni-rod-hl.txt\").name,\n `${lang == \"en\" ? \"Download TXT\" : \"Κατεβάστε σε μορφή TXT\"}`\n );\n return button;\n}","pinned":true,"hidden":false,"mode":"ojs"},{"id":951,"value":"import {downloadButtonPNG} from \"@pavlos/download-buttons\"","pinned":true,"hidden":false,"mode":"ojs"}],"files":"$W39","stdlib":"1","titling":"auto"}

${lang == "en" ? "Alloy" : "Κράμα"}

${createdAlloyDensity.toFixed(2)}

${createdAlloyAtomicWeight.toFixed(2)}

${lang == "en" ? "Density (Kg/m³)" : "Πυκνότητα (kg/m³)"}

${lang == "en" ? "Molecular Weight (u)" : "Μοριακό βάρος (u)"}