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State of the art comparison of the polyimide and polyimide-composite aerogels properties, all the references cited in the figure were listed in Table S1, [9,10,14,15,17,19,22,27,34-60]: E modulus as a function of aerogel density (a), dependence of thermal conductivity on aerogel density (b) and elastic compressive modulus (c), and thermal conductivity as a function of specific surface area (d).

State of the art comparison of the polyimide and polyimide-composite aerogels properties, all the references cited in the figure were listed in Table S1, [9,10,14,15,17,19,22,27,34-60]: E modulus as a function of aerogel density (a), dependence of thermal conductivity on aerogel density (b) and elastic compressive modulus (c), and thermal conductivity as a function of specific surface area (d).

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Polymer aerogels are a promising, non-brittle alternative to silica aerogel, but are limited by their very poor high-temperature stability. Polyimide is widely known for its high heat-resistance, however, a high degree of volume shrinkage is common for polyimide aerogels after exposure to temperatures above 200 °C. Here, we present the aerogel-in-a...

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... is decreased thermal conductivity. Polyimide aerogel generally has very good mechanical properties, but its thermal conductivity is always higher than silica aerogel (Table S3). In this study, the pure polyimide aerogels display a thermal conductivity between 22.0 and 24.0 mW m -1 K 1 , among the best reported for polyimide aerogels (Table S3, Fig. 5), and below that of standing air (26.0 mW m -1 K 1 ) due to the Knudsen effect in the polyimide aerogel mesopores. The addition of silica aerogel reduces the thermal conductivity to below 20.0 mW m -1 K 1 , with the lowest value of 17.5 mW m -1 K 1 with 35 wt% silica loading (relative to the total dry mass). The thermal gradient of the ...
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... comprehensive dataset of density, modulus, specific surface area, and thermal conductivity of polyimide and polyimide composite aerogels was compiled (Table S3) to benchmark the PI-silica aerogel composites developed here (Fig. 5). In this dataset, the polyimide composite aerogels cover a wide variety of nanofillers, e.g. clay, silica, graphene oxide, cellulose, and glass fibers etc. The first Ashby plot describes the density dependence of the compressive modulus E (Fig. 5a). Most aerogel materials display a strong, power-law dependence, E ∝ ρ α , which appears ...
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... aerogels was compiled (Table S3) to benchmark the PI-silica aerogel composites developed here (Fig. 5). In this dataset, the polyimide composite aerogels cover a wide variety of nanofillers, e.g. clay, silica, graphene oxide, cellulose, and glass fibers etc. The first Ashby plot describes the density dependence of the compressive modulus E (Fig. 5a). Most aerogel materials display a strong, power-law dependence, E ∝ ρ α , which appears as a straight line on a log-log plot [61]. However, the properties of polyimide aerogel are influenced by many factors, i.e. a wide variety of starting precursors, crosslinkers, and imidizers, as well as gel formation and gel drying solvents [9]. ...
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... (i) of the samples after heat treatment. density, our polyimide and polyimide-silica composite aerogels display a moderate E modulus, which is not surprising considering it is prepared from a 'soft' ODA chain, which according to the literature, results in a relatively low Young's modulus [9]. The density dependence of thermal conductivity (λ) (Fig. 5b) displays a very broad positive correlation. Perhaps most relevant are the lowest thermal conductivity samples. Only a few polyimide and composite aerogels are reported with thermal conductivity below 20.0 or even 25.0 mW m -1 K 1 . Still, the best performing samples for a given density, i.e. the low λ boundary of the dataset, describe ...
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... composite aerogels, the heterogeneous aerogel-in-aerogel composites presented here display the lowest λ of 17.5 mW m -1 K 1 . In terms of application, a simultaneously low λ and high E modulus is optimal: the composite aerogel Pyr_40_3 is in one of the best scenarios for thermal insulation applications, with a very low λ at intermediate E C (Fig. 5c). The dependence of thermal conductivity on the surface area is highly scattered (Fig. 5d), most likely because many of the materials have thermal conductivities well above 30.0 mW m -1 K 1 , and in this range, any possible reductions of gas phase conduction through the Knudsen effect, which correlates with mesoporosity and surface ...
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... the lowest λ of 17.5 mW m -1 K 1 . In terms of application, a simultaneously low λ and high E modulus is optimal: the composite aerogel Pyr_40_3 is in one of the best scenarios for thermal insulation applications, with a very low λ at intermediate E C (Fig. 5c). The dependence of thermal conductivity on the surface area is highly scattered (Fig. 5d), most likely because many of the materials have thermal conductivities well above 30.0 mW m -1 K 1 , and in this range, any possible reductions of gas phase conduction through the Knudsen effect, which correlates with mesoporosity and surface area, are masked by the high solid, hence high overall conductions. As expected, λ values ...

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