2022
DOI: 10.5829/ije.2022.35.11b.18
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In Silico Analysis of Stem Cells Mechanical Stimulations for Mechnoregulation Toward Cardiomyocytes

Abstract: Because of the ability of stem cells to self-renew and differentiate into cardiomyocytes, they are optimal cell sources for cardiac tissue engineering. Since heart cells experience cyclic strain and pulsatile flow in vivo, these mechanical stimuli are essential factors for stem cell differentiation. This study aimed to investigate the effect of a combination of pulsatile flow and cyclic strain on the shear stress created on the embryonic stem cell layer with a elastic property in a perfusion bioreactor by usin… Show more

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Cited by 5 publications
(3 citation statements)
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References 37 publications
(49 reference statements)
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“…Equation 25 is the mathematical model of the blood pressure in the human body. The required boundary condition and the values of the other parameters to solve these equations are; the pressure gradient, ∂ P /∂z = 40-100 mmHg, the Initial blood flow rate value of Q = 1 to 5.4 liter/minute, the Kinematic viscosity of blood, v = 0.035 cm 2 /s and the density of blood ρ = 1.043 to 1.057 g/cm 3 , the radius of a normal artery R0 = 0.1 cm, the constant dynamic viscosity (μ) of 3.71×10-3 Pa s, the blood density, initial value of S0 = 2.0 to 3.0 cm 3 , and Q0 = 16.7 cm 3 /s. For simplicity, the length of the artery model L = 14 cm, L0 = 3-8 cm, The mean Reynold number = 300, the artery systole duration for 0.3 seconds and diastole 0.5 seconds, and the period is 0.2 seconds (40,(44)(45)(46).…”
Section: ( ) ( )mentioning
confidence: 99%
“…Equation 25 is the mathematical model of the blood pressure in the human body. The required boundary condition and the values of the other parameters to solve these equations are; the pressure gradient, ∂ P /∂z = 40-100 mmHg, the Initial blood flow rate value of Q = 1 to 5.4 liter/minute, the Kinematic viscosity of blood, v = 0.035 cm 2 /s and the density of blood ρ = 1.043 to 1.057 g/cm 3 , the radius of a normal artery R0 = 0.1 cm, the constant dynamic viscosity (μ) of 3.71×10-3 Pa s, the blood density, initial value of S0 = 2.0 to 3.0 cm 3 , and Q0 = 16.7 cm 3 /s. For simplicity, the length of the artery model L = 14 cm, L0 = 3-8 cm, The mean Reynold number = 300, the artery systole duration for 0.3 seconds and diastole 0.5 seconds, and the period is 0.2 seconds (40,(44)(45)(46).…”
Section: ( ) ( )mentioning
confidence: 99%
“…This monitoring process is crucial to ensuring the safety of the animals and gathering accurate data for toxicity studies. Considering animal ethics, minimizing the need for animal testing, and reducing the costs and time of toxicity tests, computational assessments are an essential way to bypass in vitro experiments. , …”
Section: Introductionmentioning
confidence: 99%
“…Given the considerable time and financial investments involved in laboratory methods, along with the challenges of measuring specific parameters, numerical simulations provide an effective way to overcome these obstacles and explore the desired variables [ [11] , [12] , [13] , [14] , [15] , [16] , [17] ]. Computational simulation of blood vessels proves to be a powerful tool for investigating the environmental behavior of the circulatory system relevant to this disease, all in a completely non-invasive manner.…”
Section: Introductionmentioning
confidence: 99%