Table 2 Performance evaluation of 1d dpc (AB)9D(AB)9 loaded with poliovirus solution of different concentration in terms of sensitivity and quality factor.

From: MATLAB simulation based study on poliovirus sensing through one-dimensional photonic crystal with defect

C (g/ml)

npv

λD (nm)

S (nm/RIU)

QF

0

1.33

1337.7418

…

977.4712949

0.001

1.330174

1337.8018

344.8275862

977.9049194

0.002

1.330348

1337.8618

344.8275862

978.3338818

0.003

1.330522

1337.9218

344.8275862

978.7714164

0.004

1.330696

1337.9818

344.8275862

979.1985539

0.005

1.330870

1338.0469

350.6896552

979.5508719

0.006

1.331044

1338.1069

349.7126437

980.0791032

0.007

1.331218

1338.1669

349.0147783

980.5036728

0.008

1.331392

1338.2269

348.4913793

980.9321674

0.009

1.331566

1338.2869

348.0842912

981.3645963

0.010

1.331740

1338.3519

350.6321839

981.7941936

0.011

1.331914

1338.4119

350.1044932

982.2125271

0.012

1.332088

1338.4719

349.6647510

982.6409185

0.013

1.332262

1338.5319

349.2926614

983.0999705

0.014

1.332436

1338.5919

348.9737274

983.5138829

0.015

1.332610

1338.6519

348.6973180

983.9389549

0.016

1.332784

1338.7169

350.2514368

984.3651377

0.017

1.332958

1338.7769

349.9323867

984.8147739

0.018

1.333132

1338.8369

349.6487867

985.2430292

0.019

1.333306

1338.8969

349.3950393

985.6643624

0.020

1.333480

1338.9619

350.6034483

986.0875220

0.021

1.333654

1339.0219

350.3284072

986.5189491

0.022

1.333828

1339.0819

350.0783699

986.9485329

0.023

1.334002

1339.1419

349.8500750

987.3493327

0.024

1.334176

1339.2019

349.6408046

987.8050651

0.025

1.334350

1339.2669

350.5977011

988.2284057

0.026

1.334524

1339.3269

350.3757737

988.6520263

0.027

1.334698

1339.3869

350.1702852

989.0759722

0.028

1.334872

1339.4469

349.9794745

989.5038987

0.029

1.335046

1339.5119

350.7927071

989.9204893

0.030

1.335220

1339.5719

350.5938697

990.3644449

0.031

1.335394

1339.6319

350.4078606

990.7750508

0.032

1.335568

1339.6919

350.2334770

991.1932938

0.033

1.335742

1339.7519

350.0696621

991.6081830

0.034

1.335916

1339.8169

350.7606491

992.0381024

0.035

1.336090

1339.8769

350.5911330

992.4668549

0.036

1.336264

1339.9369

350.4310345

992.8841679

0.037

1.336438

1339.9969

350.2795899

993.2946526

0.038

1.336612

1340.0619

350.8923170

993.7352337

0.039

1.336786

1340.1219

350.7368111

994.1483372

0.040

1.336960

1340.1819

350.5890805

994.5617472

0.041

1.337134

1340.2469

351.1494253

994.9784374

0.042

1.337308

1340.3069

350.9989053

995.3954194

0.043

1.337482

1340.3669

350.8553863

995.8334293

0.044

1.337656

1340.4269

350.7183908

996.2295801

0.045

1.337830

1340.4919

351.2260536

996.6556629

0.046

1.338004

1340.5519

351.0869565

997.0859145

0.047

1.338178

1340.6119

350.9537784

997.4939359

0.048

1.338352

1340.6719

350.8261494

997.8994324

0.049

1.338526

1340.7369

351.2901712

998.3148920

0.050

1.338700

1340.7969

351.1609195

998.7525992

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