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Matlab r2011a

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MATLAB R2011a is a high-performance numerical computing environment and programming language. It provides a wide range of tools for data analysis, algorithm development, and visualization.

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37 protocols using matlab r2011a

1

Finger Force Data Smoothing and Analysis

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Prior to the data analysis, finger force data were smoothed with a fourth-order zero–lag Butterworth filter with a 10-Hz cutoff frequency. All data was processed off–line using a customized MATLAB (MATLAB R2011a; The MathWorks Inc, Natick, MA) program.
For the one-person trials, total force (FTOT) was defined as the sum of forces produced by the M and I fingers of each hand. Similarly, for the two-person trials, FTOT was defined as forces by all four involved I fingers.
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2

Visuomotor Skill and Cortical Excitability

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Matlab R2011a was used to analyze the behavioral data, i.e., the performance on the visuomotor task, and the CSP data (The Mathworks Inc., Natick, MA, USA). Visuomotor skill was determined by calculating the mean error of the subject’s wrist joint position from the white preprogrammed template. The first second of the behavioral data was discarded because it contained errors associated with reacting to the appearance of the template. CSP onset, offset, and duration were determined using an adjusted version of the Teager Kaiser energy operator (TKEO), a highly effective method used to determine the boundaries of an EMG burst (Solnik et al. 2008 ). Signal 5.04 was used to analyze the remaining TMS parameters. Peak-to-peak amplitudes of MEPs were calculated in order to determine CSE, CSEtask, SICI, SICItask, ICF, ICFtask, and CLF. CSE and CSEtask were expressed by the MEP amplitude as a percentage of Mmax. SICI and ICF at rest and during the task were expressed by the conditioned MEP as a percentage of the test MEP. CLF was defined as the mean peak-to-peak MEP amplitude of the trials with 20 % MVC expressed as a percentage of the mean peak-to-peak MEP amplitude of the trials in rest. The background EMG activity was calculated as the mean rectified EMG activity in the period 70 ms before the TMS test pulse.
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3

Analyzing Conflict Adaptation in Cognitive Tasks

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Incorrect trials and correct trials with reaction times faster than 200 ms or slower than 800 ms (representing 2.3% of trials) were excluded from all analyses on reaction times. Moreover, when studying trial-to-trial conflict adaptation, the first trial of each block and trials following an error were excluded. For error rate analyses, all trials were included. Behavioral data were analyzed with MATLAB R2011a (The MathWorks, Inc.) and the Statistical toolbox to perform t-tests and repeated-measures ANOVA when comparing the different conditions. The normality assumption required by these parametric tests was checked with a chi-square goodness of fit test. It was met for all conditions (all χ2 values < 0.42, all p < 0.05).One subject was excluded due to excessive artefacts on the EEG signal. So the results presented are based on 20 subjects. For each subject, we averaged all trials of a given condition, and then computed the ANOVAs on the distribution of mean values across subjects and conditions (see S1 File and S1 Table for details).
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4

Intravascular NIRF Imaging of Atheroma

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Prior to pharmacologic triggering, 15 rabbits underwent in vivo intravascular NIRF imaging of CLIO-CyAm7 deposition using a custom-built standalone 2D NIRF catheter-based system (750nm laser excitation).9 (link) Four 90–100 mm pullbacks from the iliac bifurcation to the renal arteries were performed through blood, without flushing.9 (link), 10 (link) The peak target-to-background ratio (TBR) was calculated for regions of atheroma across all pullbacks (MATLAB R2011a MathWorks). Regions with a luminal diameter of greater than 5 mm were excluded due to NIR light attenuation.
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5

Quantifying Tumor Characteristics via MRI and PET

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For conductivity analysis, ROIs were drawn on non-fat-suppressed T2-weighted TSE axial image using MATLAB R2011a (Mathworks, Natick, MA, USA), with reference to DCE-MRI. Out of 50 slices of T2-weighted TSE images, slices that cover the whole tumor were selected. Two independent radiologists (D.J.S and S.Y.K with 2 and 10 years of experience, respectively) manually drew ROIs fitting to the tumors on the selected slices of T2-weighted TSE sequence. They were blinded to the clinicopathologic information of the tumor while measuring conductivity. Conductivity was calculated on each pixel, and the mean and maximum values were recorded.
A dedicated software package (Syngo.via, Siemens Medical Solutions, Erlangen, Germany) was used to analyze PET images. Two independent nuclear medicine physicians (H.C and D.K.O with 11 and 5 year of experience, respectively), blinded to the clinicopathologic information of the tumor, measured SUV values. The maximum (SUVmax), mean (SUVmean), and peak (SUVpeak) SUV were calculated in ROIs manually drawn by visual inspection on the area of the breast tumor containing the highest SUV pixel14 (link). SUVmax is defined as the highest voxel value within the ROI, while SUVpeak is the mean value of radiotracer uptake within the ROI surrounding the pixel with the highest activity14 (link). SUVmean is the mean value of all voxels within the ROI14 (link).
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6

fMRI Data Analysis Using SPM8

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Statistical Parametric Mapping (SPM8, Wellcome Department of Cognitive Neurology, London, UK), run under Matlab R2011a (MathWorks) was used for fMRI data analysis. Functional images were subjected to realignment (to the mean image), slice timing correction (using the middle slice as the reference), reorientation, spatial normalization to a standard echoplanar template [based on the Montreal Neurological Institute (MNI) reference brain; (Cocosco, 1997 )] and smoothing with an 8 mm full-width half-maximum Gaussian kernel. Each subject's structural volume was normalized to the MNI T1 template before averaging to create an across-subjects (N = 20) mean image. The time series in each voxel was high-pass filtered to 128 Hz to remove low-frequency noise and scaled within-session to a grand mean of 100 across voxels and scans. Results are reported in MNI coordinate space.
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7

Matlab and R Statistical Analysis

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Data analyses were executed with Matlab® R2011a software (Mathworks®, Natick, MA USA). Statistical analysis was performed using RStudio® Version 0.98.981 (RStudio Inc.©, Boston, MA, USA).
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8

Microultrasound Renal Vasculature Imaging

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A microultrasound examination of the left kidney was performed, and the renal vascular tree was mapped using power Doppler images (Figure 3(a)) acquired with a central frequency of 32 MHz and a PRF of 5 kHz. Renal flow velocity data were obtained placing the sample volume in correspondence of the central segmental artery and acquiring related PW-Doppler images (Figure 3(a)) with a PRF of 9-10 kHz. Peak systolic velocity (PSV) and end-diastolic velocity (EDV) values were manually measured; mean velocity (MV) was obtained from tracing the envelope of the flow signal correspondent to a single cardiac cycle. Renal resistivity index (RI) was calculated as (PSV-EDV)/PSV, while renal pulsatility index (PI) was assessed as (PSV-EDV)/MV.
Cardiac and renal evaluations were obtained with the software provided with the ultrasound equipment (VEVOLab, FUJIFILM VisualSonics Inc., Toronto, Canada). Vascular assessments required a customized images processing approach which was performed using Matlab R2011a (MathWorks Inc., Natick, MA, USA).
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9

Transcriptome-wide Interaction Modules for ASD

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Enrichment of transcriptome-wide molecular interaction modules for ASD candidate genes and cell-type-specific genes was assessed using the hypergeometric probability density function (hygepdf) in MATLAB R2011a (The MathWorks, Inc.). The resulting p values were corrected for multiple testing using false discovery rate (FDR). All results reported are the −log10 of FDR-corrected p values, and only p values <0.001 were considered significant.
Gene list were assessed for shared biological pathways by testing for enrichment of gene ontology terms (GO) using DAVID Bioinformatics Resources 6.7 (Huang et al. 2009 (link)). The complete list of expressed genes in this study’s dataset (13,563 genes) was used as the background. Only gene ontology terms with a Benjamini-Hochberg multiple testing-corrected p value <0.01 are presented as significant.
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10

Computational Modeling of Biological Dynamics

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The computational models were formulated using ordinary differential equations in MATLAB R2011a (MathWorks). The values of unfixed parameters were estimated with the MATLAB toolbox PottersWheel (Maiwald and Timmer, 2008 (link)). The local sensitivity coefficients of the nonzero variables and kinetic parameters were calculated using custom code in MATLAB. The Hill coefficient was calculated in Prism 5 (GraphPad Software).
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