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a) Stress-strain behavior of Sylgard 184/Ecofl ex 00-30 blend with different mixing ratio. Shown are the arithmetic means of the stressstrain data of four individual samples (blue symbols) of each elastomer blend (20 wt% steps), the ±1σ confi dence intervals (blue shaded areas) and the respective Gent fi ts (blue dashed lines). b) Young's moduli of the blends: experimental values and theoretical modelling using the Halpin-Tsai composite model, together with experimental and theoretical values for the extreme confi gurations of purely serial and purely parallel alignment. c) The increasing stiffness of the Sylgard 184/Ecofl ex 00-30 blends visualized by gravitational bending. d,e) Combination samples for serial and parallel alignment of the elastomers.

a) Stress-strain behavior of Sylgard 184/Ecofl ex 00-30 blend with different mixing ratio. Shown are the arithmetic means of the stressstrain data of four individual samples (blue symbols) of each elastomer blend (20 wt% steps), the ±1σ confi dence intervals (blue shaded areas) and the respective Gent fi ts (blue dashed lines). b) Young's moduli of the blends: experimental values and theoretical modelling using the Halpin-Tsai composite model, together with experimental and theoretical values for the extreme confi gurations of purely serial and purely parallel alignment. c) The increasing stiffness of the Sylgard 184/Ecofl ex 00-30 blends visualized by gravitational bending. d,e) Combination samples for serial and parallel alignment of the elastomers.

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Toy bricks are an ideal platform for the cost-effective rapid prototyping of a tabletop tensile tester with measurement accuracy on par with expensive, commercially available laboratory equipment. Here, a tester is presented that is not only a versatile demonstration device in mechanics, electronics, and physics education and an eye-catcher on exhi...

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Context 1
... detailed fabrication process is given in the Experimental Section. We fi tted the stress-strain data of four samples per mixing ratio ( Figure 2 a) with the Gent hyperelastic model (Equation ( 1) ) using the Young's Modulus Y , the limiting parameter J m , the rotational invariant I 1 (Equation ( 2) ) and an assumed Poisson- Ratio of ν = 0.5 ...
Context 2
... arithmetic means of the stress-strain data, the ±1σ confi - dence interval and the Gent fi ts are plotted in Figure 2 a. The high reproducibility of the results demonstrates that this elas- tomer blend can be engineered with consistent mechanical properties. ...
Context 3
... a combination of randomly distributed serial and parallel connections between the fi ller and reinforcement elastomer domains determines the Young's modulus. To visualize the theoretical extremes of purely serial (Figure 2 d) and purely parallel alignments (Figure 2 e) of the two elastomers, these cases were also tested and the effec- tive Young's moduli ( Y PAR and Y SER ) of the combinations mod- eled with a linear stress-strain behavior (Equations ( 4) and ( 5) , respectively); these are also the limits of Equation ( 3) for ζ → ∞ and ζ = 0, respectively ...
Context 4
... a combination of randomly distributed serial and parallel connections between the fi ller and reinforcement elastomer domains determines the Young's modulus. To visualize the theoretical extremes of purely serial (Figure 2 d) and purely parallel alignments (Figure 2 e) of the two elastomers, these cases were also tested and the effec- tive Young's moduli ( Y PAR and Y SER ) of the combinations mod- eled with a linear stress-strain behavior (Equations ( 4) and ( 5) , respectively); these are also the limits of Equation ( 3) for ζ → ∞ and ζ = 0, respectively ...
Context 5
... 1500396 www.advancedscience.com results (Figure 2 b) are in excellent agreement with the simple theory. For amounts of the softer Ecofl ex 00-30 exceeding 20 wt%, the Young's modulus of the blend is dominated by the parallel connections and decreases almost linearly. ...

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