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Ags h

Manufactured by Shimadzu
Sourced in Japan

The AGS-H is a universal testing machine designed for tensile, compression, and flexural testing of materials. It features a high-capacity load frame and a wide testing range to accommodate a variety of sample sizes and types. The AGS-H is suitable for a range of applications in materials science, engineering, and quality control.

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Lab products found in correlation

7 protocols using ags h

1

Three-Point Bending Flexural Strength

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Three-point bending tests were performed using rectangular samples (4 mm × 14 mm × 1.2 mm) using a universal testing machine (AGS-H, Shimadzu Corp., Kyoto, Japan) with a crosshead speed of 1 mm/s and a support span of 12 mm. The flexural strength (σ) was calculated using Equation (1):
where F is the maximum load by the fracture, L is the support span, and b and h are width and thickness of the sample, respectively. Ten measurements were taken in each group (n = 10).
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2

Shear Bond Strength and Microstructure of Core Resin-Sealer Interface

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To analyze the interface of core resin and root canal sealer at the deep area of the root canal cavity, the shear bond test and microscopic analysis after the test were carried out. Figure 4 shows the schema of the experiment. The root canal sealer was hardened in the disk-shaped mold fabricated by acrylic resin (diameter: 10 mm; height: 2 mm). After one day, an artificial light blocking the root canal cavity model fabricated by the Teflon tube (inner diameter: 4 mm; height: 15 mm) was placed on the hardened root canal sealer and filled with core resin. After the injection of core resin into the tube, a silicone cover was used to block the light. A fiber post by the same manufacturer was inserted into the cavity and irradiated for 30 s and stored for 1 week. The shear bond strength was measured at a crosshead speed of 1.0 mm/min using a universal testing machine (AGS-H; Shimadzu, Kyoto, Japan). The prepared specimen was mounted along the horizontal axis adding shear strength along the vertical axis with 1.0 mm crosshead speed [31 (link)].
After the shear bond test, specimens were embedded with acrylic resin and cut vertically. The cut surface was polished to #8000 and observed under a scanning electron microscope (SEM) (JCM-7000, JEOL, Tokyo, Japan).
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3

Stent Radial Force Measurement

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The radial force of the stent was measured with a pressure-testing machine (AGS-H; Shimadzu Corp.). The radial force was considered as the force along the stent when the short axis length of the stent was equal to half of its original diameter.
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4

Mechanical Testing of Glued Joints

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After curing for 24 h, the entire joint was loaded into a custom designed test rig, a 1 cm wide impactor was positioned over calcaneus (Model 1) or the quartal bone (Model 2–4), a shear force was applied via the impactor, and the failure strength was recorded from force-displacement curves (Figure 2). Data were obtained on an AGS-H, Shimadzu (Shimadzu Europa Gmbh, Duisburg, Germany) mechanical testing machine, using a displacement speed of 1 mm per minute, and a 5kN load cell. Data were analyzed using the manufacturer software, Trapezium-X Lite, version 1.2.0 (Shimadzu Europa).
To investigate if size of bonding surface affected performance of glue (i.e., differences in bond strength between dogs with differing joint size), all mechanical results were normalized to the average surface area of the two joint surfaces that were glued. Surface area was approximated as a square, by multiplying the diameter in the antero-posterior and medio-lateral directions and plotted in a scatter-plot analysis.
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5

Bone Cement Mechanical Properties with Linoleic Acid

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Example 17

A commercial bone cement formulation (Table 3) was used to which different amounts of linoleic acid were added to the liquid component until a homogeneous solution was achieved. The power and liquid components were combined at room temperature in a 50 ml centrifuge tube and mixed for 30 s with a cap mixer. The specimens were molded in Teflon® molds with a size of 6 mm diameter and 12 mm height according to ASTM F451-08 standard. The specimens were stored in PBS at 37° C. and tested after 24 hours using an AGS-H universal materials testing machine (Shimadzu, Kyoto, Japan) at a crosshead displacement rate of 20 mm/min. The Young's modulus was obtained from the load-versus-displacement curves. 6 vol % of linoleic acid (1.5 w/w of total bone cement) gave a Young's modulus of 400±57 MPa, 10 vol % of linoleic acid (2.5 w/w of total bone cement) gave a Young's modulus of 201±75 MPa, and 15 vol % of linoleic acid (3.8 w/w of total bone cement) gave a Young's modulus of 185±22 MPa.

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6

Flexural Strength Evaluation of Polished Samples

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Each sample was cut and polished using emery papers up to #2000 to produce bar-shaped samples (width = 4 mm; length = 14 mm; thickness = 1.2 mm) (n = 10). The flexural strength and modulus of the samples were determined via three-point bending testing according to the standard procedure given in ISO 6872: 2008 [45 ]. A universal testing machine (AGS-H, Shimadzu Corp., Kyoto, Japan) with a support span of 12 mm and crosshead speed of 1 mm/min was used [10 (link)].
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7

Evaluation of Adhesive Pull-out Strength

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The adhesive samples were tested for pull-out strength after 2 and 24 hours from gluing respectively, using a universal testing machine (AGS-H, Shimadzu, Tokyo, Japan), equipped with a 5 kN load cell. The test method was based upon ASTM F 543 -07 (Standard Specification and Test Methods for Metallic Medical Bone Screws). A custom-made jig was constructed that only constrained motion of the femoral head in the direction of axial loading during testing. To ensure that alignment of the pull-out direction along the cylindrical axis of the bone cores the following procedure was followed: the femoral head was placed in the holding jig. Then the bone core screw was placed in its holding jig. The bone core and the circular hole in the bone holding jig were then concentrically aligned (Fig. 2). The bone cylinders were pulled out of the trabecular bone by the cancellous screw placed in the centre of the cylinder at a constant cross-head speed of 1 mm/minute. The peak load obtained is defined as the pullout force [N].
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