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Model ft03

Manufactured by Natus
Sourced in United States

The Model FT03 is a lab equipment product from Natus. It is a precision instrument designed for conducting various laboratory tests and analyses. The core function of the Model FT03 is to provide accurate and reliable measurements for research and scientific applications.

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5 protocols using model ft03

1

Lung Vascular Permeability Measurement

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Randomly selected rats from normoxia and 48-hr hyperoxia WT and KO groups were anesthetized with pentobarbital sodium (50–100 mg/kg i.p.). The lungs were then removed and suspended from a calibrated force displacement transducer (ModelFT03; Grass Instruments), attached to a rat lung ventilation-perfusion system, and lung weight was monitored continuously (26 (link), 31 (link)). The value of Kf, a measure of vascular permeability, was then determined using the approach described by Bongard et al. (31 (link)). Briefly, after a 10 min stabilization period with the venous pressure (PV) set at atmospheric pressure, PV was raised to 3.7 mmHg and the lung perfused for 10 min. Then, PV was raised to 10 mmHg and perfusion continued for an additional 10 min. Kf was determined by dividing the difference in the rate of lung weight gain measured 10 min after increasing PV from 3.7 to 10 mmHg and after increasing PV from 0 to 3.7 mmHg by the difference in pulmonary capillary pressure at these PV values. For each PV, the capillary pressure was estimated as the average of arterial and venous pressures. Kf was normalized to gram of dry lung weight.
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2

Isolated Rat Lung Perfusion and Vascular Resistance

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The heart and lungs from an independent group of rats were isolated at the 2 week time point and suspended from a calibrated force displacement transducer (ModelFT03; Grass Instruments) and lung weight was monitored continuously as described (21 (link)). The lungs were perfused and ventilated (40 breaths/min) with end-inspiratory and end-expiratory pressures of ~ 8 and 4 cm H2O. The Kf was determined using the approach described by Bongard et al. (22 (link)). The venous pressure (PV) was set at atmospheric pressure then raised to 5 cm H2O for 10 min and 13.5 cm H2O for an additional 10 min. At the end, the lungs were removed from the perfusion system, the arterial and venous cannulas connected, and pressure drop in the cannulas (ΔPcan) was determined. The pulmonary vascular pressure, RV, was then calculated using
Rv=Pa-ΔPcanF where Pa is the pulmonary arterial pressure measured at the end of the 10-min stabilization period with Pv set at 0 mmHg, and F is the pump flow rate (0.03 ml/min/g body wt).
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3

Evaluating Colon Smooth Muscle Contractility

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The mice were deeply anesthetized, and an abdominal incision was made. The colon was removed and immediately placed in a cold Krebs solution. To evaluate smooth muscle contractility, 1 cm of the distal colon was longitudinally suspended in an organ bath containing Krebs solution at 37℃ continuously oxygenated with carbogen. The contraction parameters were amplitude, duration, and frequency of contraction, which were detected by a force transducer (Model FT03, Grass, MA, USA) and recorded by the PowerLab System (AD Instruments, New South Wales, Australia). The signal was analyzed by LabChat7 software (Khuituan et al. 2019 (link)). The motility index was calculated as motility index = Ln ((number of peaks × sum of peak amplitudes) + 1) (Hoibian et al. 2018 (link)).
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4

Muscle-Tendon Contractility Evaluation

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Intact muscle-tendon complexes of EDL and SOL were dissected from the hindlimbs of euthanised young or aged wt or ncDHPR mice65 and mounted vertically between a force transducer (Model FT03, Grass Instruments, Quincy, USA) and static clamp in an organ bath equipped with platinum electrodes and under continuous perfusion with carbogen-(95% O2 + 5% CO2) saturated Krebs–Ringer solution. Optimal muscle stretch was determined by applying single twitches at supramaximal voltage (25 V for 1 ms) and set at the length that generated maximal force. After 10 min of equilibration, EDL and SOL muscles were subjected to different force frequency (tetani with increasing stimulation frequencies but fixed 2-min recovery intervals) and repetitive tetanic fatiguing (decreasing recovery intervals by 27% every 2 min) protocols38 (link) (Supplementary Fig. 7). All experiments were performed at room temperature (~26 °C). Data acquisition and analysis was carried out using custom made software (Delphi, Borland). Muscle length, diameter and wet weight were measured at the end of each experiment.
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5

Sciatic Nerve Stimulation and Triceps Surae Muscle Force

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The right sciatic nerve was exposed and instrumented with a cuff electrode. The triceps surae muscle group was then dissected free of all skin and connective tissue and attached to a force transducer (Model FT03, Grass Technologies, Warwick, RI) via the calcaneal tendon. Hindlimb contractions were produced by electrical stimulation of the sciatic nerve with Chart 7.2 software (AD Instruments, Colorado Springs, CO). The motor threshold (MT) and the optimal muscle length for tension development were determined. Maximal contractile force (MCF) was determined by stimulation of the triceps surae muscle group with 25, 1 msec impulses delivered at 100 Hz, 10× MT (motor threshold). The triceps surae muscles were stimulated (40 Hz, 0.1 msec pulses in 250 msec trains, at a rate of 60 trains per min at ~6× MT) to contract rhythmically at 60% MCF.
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