Introduction

The recent development of medical technology facilities, such as radiation surgery, radiation diagnosis, and radiotherapy. The radiation employees and patients who are exposed to radiation utilize appropriate protection equipment. When living organisms are exposed to low amounts of background radiation, there is very little overall effect on the organism. When radiation exposure in larger amounts occurs, even if it is for a short time, damage, radiation poisoning, and even death can occur. The scientific community has not reached a consensus on the effects of very low doses of radiation, as described by the Radiation Answers Organization1. In radiation therapy, high energy ionizing radiation “up to 4 MeV and up to 6 MV” is a common protocol utilized to control and destroy malignant growth as the main part of cancer treatment. Usually, high-density lead aprons are used to protect against any type of radiation in radiotherapy and nuclear radiation. Although lead has great protection properties, it’s a highly toxic material2,3,4.

Numerous theoretical and experimental studies have investigated a variety of protection materials to attenuate unwanted radiation. They tend to design polymer nanocomposite materials that are reinforced with high Z-additives5,6. Polymers are macromolecules consisting of hundreds or thousands of monomers that join each other as a long chain. The main properties of polymers are low densities compared to additive metals and ease of synthesis. As polymer monomers have a large number of hydrogen atoms, they are more effective at attenuating high-energy particles such as neutrons7,8,9.

Recently, high Z-metal and metal-doped polymers have been the most common protection materials for shielding nuclear and radiation workers and patients against radiation10,11,12. Zhang et al.13 studied the mechanical and thermal properties of silicone rubber, which is reinforced with nano graphene platelets. They noticed improvements in their thermal and mechanical properties due to the high interface interaction between graphene platelets and SR composites. Guo et al.14 investigated the mechanical, thermal conductivity, and thermal stability properties of boron nitride/silicone rubber composites in the cases of nano and micro at different weight fractions. At 60 h of BN, thermal conductivity reaches 18 times that of free SR in two cases of nano- and micro-BN. Thermal stability increases as the BN weight fraction increases in composites. Malezadeh et al.15 studied the attenuation coefficients of a 10% Bi-Si matrix in micro and nano size at low X-ray energy (60–150 keV). Their findings indicate that nano-Bi composites have significantly higher attenuation than micro-Bi composites. Malezadeh et al.16 investigate the attenuation parameters of silicone rubber composites filled with BaSO4, WO3, and PbO in the energy range of 60–600 keV. They report that nanocomposites have higher shielding properties than micro composites.

In this work, we have used silicone rubber as a polymer reinforced with Bi2O3, CdO, and SnO2 as an additive material to attenuate ionizing radiation gamma rays. Linear attenuation coefficients of composites were measured in the case of micro and nano metal oxides (Bi2O3, CdO, and SnO2) for various weight fractions at different gamma-ray energies. We investigated the optimal difference between the measured and theatrical mass attenuation coefficients of composites. Various characterization tests have been utilized to investigate the morphology, tensile properties, and thermal properties of micro- and nano-metal oxides (Bi2O3, CdO, and SnO2)/silicon rubber composites.

Materials

The silicone rubber was utilized as a polymer. By adding stiffener with a 2% weight fraction, silicone rubber transformed into a rigid composite by catalyzed reaction. The additive metal oxides (Bi2O3, CdO, and SnO2) have the same fraction in the mixture. The nano metal oxides were supplied by Nanotech Company, Egypt. Bi, Sn, and Cd are heavy metals characterized by their high density and high atomic number. However, the utilization of cadmium oxide (CdO) raises significant concerns due to its inherent toxicity and potential adverse environmental impact. But in radiation therapy using high-energy photon beams (E > 10 MeV), neutrons are primarily generated in the linac head through interactions known as (γ,n), where photons interact with the nuclei of high atomic number materials present in the linac head and the beam collimation system. The presence of these neutrons impacts the necessary shielding requirements within radiation therapy rooms and also leads to an increase in the out-of-field radiation dose for patients undergoing radiation therapy with high-energy photon beams. The presence of Cd will help absorb these neutrons, especially the thermal ones.

Silicone rubber is produced commercially. Enhanced production of silicone rubber involves the incorporation of nanomaterials, which unfortunately leads to an increase in costs. However, a promising solution to mitigate these expenses lies in the utilization of the ball milling method. This technique enables the transformation of bulk materials into nanoscale counterparts, thereby reducing overall production costs.

To protect the environment, it shouldn’t dispose of silicone items indiscriminately. Instead, make a better choice by sending silicone items to specialized recycling companies. Silicone rubber is a durable material and recycled many times. Also, it can send them off to your local recycling centers to get them properly recycled17,18,19.

Synthesis of metal oxides/SR composites

The metal oxides (Bi2O3, CdO, and SnO2)/SR samples were prepared by mixing and molding. The silicone rubber is loaded with micro- and nano—(Bi2O3, CdO, and SnO2) by mixing for different weight fractions. After that, add a stiffener “vulcanizing agent” to the mixture at a concentration of 2%. To remove air bubbles from the matrix, the matrix was vacuumed for 30 min. The samples were placed in laboratory to 48 h to dry then employed in experimental steps, then mold at room temperature for 24 h to obtain metal oxides/SR samples20,21.

Characterization parameters

Scanning and transmission electron microscope

The size of the nano fillers was analyzed using a transmission electron microscope (FE-TEM) manufactured by JEOL, Japan, operating at 200 kV. The size of micro fillers was measured using a scanning electron microscope (SEM) [JSM-6010LV, JEOL]. Furthermore, the scanning electron microscope (SEM) was employed to observe the distribution of micro- and nano-sized particles (Bi2O3, CdO, and SnO2) within the composites’ cross-section22,23,24.

Mechanical test

The tensile properties were investigated using a Tinius Olsen [H10KS] tension testing machine according to [ASTM D882-10] at room temperature, as shown in Fig. 1. The dumbbell-shaped composites were crossed at 100 mm/min25,26,27.

Figure 1
figure 1

Tensile testing machine.

Thermogravimetric analysis (TGA)

The thermal properties of composites were investigated by a TGA [SDT-Q600] machine. Changes in thermal stability of micro- and nano—(Bi2O3, CdO, and SnO2)/SR were tested at 10 °C/min heating rate as a function of temperature from 25 to 800 oC28,29,30.

Shielding parameters

Shielding characterization of samples was studied by five radioactive sources (152Eu, 133 Ba, 137Cs, 60Co and 241Am) in energies (59.54 − 80.99 − 121.78 − 244.69 − 356.01 − 661.66 − 778.9 − 964.13 − 1173.23 − 1332.5 − 1408.01) keV using a NaI “3 × 3” (TI) detector and software analyzer winTMC spectrum vision. The experimental data have been measured in the presence and absence of samples to count initial intensity and attenuated intensity. The radiation shielding parameters are explained in Table 1. Also, the experimental MAC was compared with the XCOM program “theoretical data”31,32,33,34,35,36.

Table 1 Evaluation equation of radiation shielding parameters for silicone rubber composites.

Results and discussion

Scanning and transmission electron microscope

Figure 2 showcases an image captured by a scanning electron microscope (SEM), displaying micro-sized particles of cadmium oxide rods, tin oxide, and bismuth oxide particles. Furthermore, it presents a transmission electron microscope (TEM) image, revealing nano-sized of these particles. The average size of micro metal oxides is in the range of 1.038–6.186 μm as shown in Fig. 2a, c, and e while Fig. 2b, d, and f show the average size of nanometal oxides in the range of 8.67–27.93 nm.

Figure 2
figure 2

(a, c, and e) SEM image of micro-tin oxide particles, micro-cadmium oxide, and micro-bismuth oxide respectively. (b, d, and f) TEM image of nano-tin oxide particle, nano-cadmium oxide rods, and nano-bismuth oxide respectively.

Figure 3 represents the SEM micrographs of SR, micro- and nanocomposites. From Fig. 3a, the free silicone rubber cross-section has a clear and regular structure, while the reinforced silicone rubber composites have a more erratic and rough structure. but at nanocomposites, nano—(Bi2O3, CdO, and SnO2) were better dispersed than micro—(Bi2O3, CdO, and SnO2) in the silicone rubber matrix. When the additive material weight fraction increases from 20 to 50%, agglomerations of filler increase in micro-composites and interparticle distances become smaller, which affects mechanical properties.

Figure 3
figure 3

SEM image of (a) silicone rubber, (b) 20% micro Bi2O3, CdO, and SnO2/SR, (c) 20% nano Bi2O3, CdO, and SnO2/SR, (d) 50% micro Bi2O3, CdO, and SnO2/SR, and (e) 50% nano Bi2O3, CdO, and SnO2/SR.

Mechanical results

Figure 4 shows stress–strain curves of free silicone rubber and metal oxides/SR composites. The additives (Bi2O3, CdO, and SnO2) improve the ultimate stress and tensile strength of silicone rubber composites. Moreover, with an increment in filler weight fraction, first the ultimate stress and tensile strength increase at 20% concentration and then decrease at 50% concentration because of the agglomeration of filler particles in silicone rubber, which decreases the strain of SR composites. As described in Fig. 4, tensile strength of SR composites follows the order: free-SR < 50% nano < 50% micro < 20% nano < 20% micro, where the ultimate stress of micro-SR composites is higher than that of nano-SR composites at the same concentration. At 50% micro and nano concentrations, ultimate stress and strain tend to decrease at 50%, so that the expected enhancement does not occur and tensile properties will decrease. Therefore, the limitation line for silicone rubber must be achieved at less than 50% concentration.

Figure 4
figure 4

Mechanical curves of SR, 20% micro—Bi2O3, CdO, and SnO2/SR, 20% nano—Bi2O3, CdO, and SnO2/SR, 50% micro—Bi2O3, CdO, and SnO2/SR, and 50% nano—Bi2O3, CdO, and SnO2/SR composites.

Thermogravimetric analysis results

It’s known that metal oxides have high-temperature stability. So when (Bi2O3, CdO, and SnO2) are added to silicone rubber composites. It has ameliorated and improved the thermal stability of composites. Figure 5 represents the TGA and differential TGA results of (Bi2O3, CdO, and SnO2)/SR composited. For free silicone rubber, it has thermal stability at around 300 oC but after 450 oC it gradually decomposes, and weight loss reaches 71.68%. By adding metal oxides, the thermal stability of silicone rubber composites is overall improved, and the weight loss percentage decreases. Moreover, thermal stability increases with increasing weight fractions of metal oxides at the micro and nanoscales. Figure 5a shows nanocomposites have lower weight loss and better thermal properties than micro composites at the same weight fraction. Figure 5b shows that the DTGA peak decreases as an additive material increases because of the presence of inorganic composites in a mixture where the specific heat capacity of metal oxides is much larger, and the heat absorption efficiency is higher.

Figure 5
figure 5

(a) TGA, (b) differential TGA of different composites.

Shielding results

The measured result of MAC of metal oxides (Bi2O3, CdO, and SnO2)/SR and theoretical data utilizing XCOM software are listed in Table 2. The deviation values were estimated for each concentration to explain the acceptable harmony percentage between two values for all energies, where deviation for free silicone rubber is in the range of − 3.633 to 4.302, for 20% (Bi2O3, CdO, and SnO2)/SR between − 3.921 and 2.493, and for 50% (Bi2O3, CdO, and SnO2)/SR between − 3.099 and 2.122. This harmony indicates the validation of the experimental system.

Table 2 The theoretical Xcom values and the measured mass attenuation coefficients for SR, 20% and 50% micro- (Bi2O3, CdO, and SnO2)/SR composites.

Figure 6 represented the effect of additive metal oxides (Bi2O3, CdO, and SnO2) on the increment of LAC for free silicone rubber, 20% (Bi2O3, CdO, and SnO2)/SR and 50% (Bi2O3, CdO, and SnO2)/SR at all interested energies. The curves explain that nano (Bi2O3, CdO, and SnO2)/SR composites have a definite superiority of LAC over micro—(Bi2O3, CdO, and SnO2)/SR composites at the same concentration, as nano—(Bi2O3, CdO, and SnO2) particles have a more uniform distribution in the silicone rubber mixture than micro—(Bi2O3, CdO, and SnO2), which led to a decrease in empty space in composites. So that beam transformation in the side matrix decreases and enhances the probability of interaction between gamma ray photons and particles. Moreover, the surface-volume ratio of nano—(Bi2O3, CdO, and SnO2) particles is significantly higher than that of micro—(Bi2O3, CdO, and SnO2) particles, so the cross-section of collision between beam photons and particles increases in the case of nanoparticles. Density is a critical parameter affecting the attenuation efficiency of composites. Whereas (Bi2O3, CdO, and SnO2) concentrations in mixtures increase, the density of composites increases. Moreover, nano—(Bi2O3, CdO, and SnO2) composites have higher densities than micro—(Bi2O3, CdO, and SnO2) composites at the same weight fraction, so LAC increases.

Figure 6
figure 6

Comparison between LAC for nano- and micro—Bi2O3, CdO, and SnO2/SR at different energy photons at 20% and 50% weight fraction as a function of density.

The HVL and TVL of shielding composites are the main affected factors of the gamma protection design. As seen in Figs. 7 and 8, the HVL and TVL values represented the needed thickness to attenuate half and a tenth of the energy beam, respectively. HVL and TVL values increase gradually as energy increases from 59.54 to 1408.01 keV. It can be observed that, HVL and TVL rates of nano—(Bi2O3, CdO, and SnO2)/SR are lower than those of micro—(Bi2O3, CdO, and SnO2)/SR at the same weight fraction, which means higher shielding efficiency. TVL values are a critical marker of attenuation ability. Lower HVL values of composites mean better attenuation performance.

Figure 7
figure 7

HVL of silicone rubber, micro-and nano—Bi2O3, CdO, and SnO2/SR for different weight fraction at different energy.

Figure 8
figure 8

TVL of silicone rubber, micro-and nano—Bi2O3, CdO, and SnO2/SR for different weight fraction at different energy.

Figure 9 shows the MFP values of free silicone rubber, 20% micro—(Bi2O3, CdO, and SnO2)/SR, 20% nano—(Bi2O3, CdO, and SnO2)/SR, 50% micro—(Bi2O3, CdO, and SnO2)/SR and 50% nano—(Bi2O3, CdO, and SnO2)/SR composites as function of energy from 59.54 to 1408.01 keV. From MFP values, free silicone rubber has the higher MEP value, as free silicone rubber has a lower shielding ability. Moreover, nano—(Bi2O3, CdO, and SnO2)/SR composites have a lower value than micro—(Bi2O3, CdO, and SnO2)/SR composites at the same concentration. That’s illustrated by the fact that nanocomposites have a lower distance between two successive collisions which tends to improve shielding characterization than micro composites.

Figure 9
figure 9

MFP of silicon rubber, micro-and nano—Bi2O3, CdO, and SnO2/SR for different weight fraction at different energy.

Figure 10 describes the Zeff for silicone rubber, 20% Bi2O3, CdO, and SnO2/SR, and 50% Bi2O3, CdO, and SnO2/SR. Zeff lines describe the attenuation ability of composites, which depends on the energy of the beam and on the Z of the elements in composites. It shows that the 50% Bi2O3, CdO, and SnO2/SR composite has the highest Zeff, which is reinforced with 50% Bi2O3, CdO, and SnO2, while the silicone rubber composite has the lowest Zeff. The probability of interaction between beam photons and material depends on Z, where the photoelectric effect is directly proportional to Z4, Compton scattering depends on Z, and pair production interaction is influenced by Z2. So as the weight fraction of the high Z filler “Bi2O3, CdO, and SnO2” increases, the Zeff increases, and attenuation increases.

Figure 10
figure 10

The effective atomic number of silicone rubber, micro-and nano—Bi2O3, CdO, and SnO2/SR for different weight fractions at different energy.

Table 3 illustrates a comparison between recently published data and our current research on the improvement of attenuation properties using nanocomposites for gamma ray applications. According to the findings presented in Table 3, the utilization of nanoparticles significantly improves the attenuation properties. In the current study, the incorporation of nano—Bi2O3, CdO, and SnO2/SR composition results in an impressive attenuation of 33.58% for low energy and 16.47% for high energy. This remarkable enhancement can be attributed to the high density of the composite (2.122 g/cm3).

Table 3 Comparison of recent data on the enhancement of attenuation properties with nanocomposites for gamma ray.

Conclusion

This study aims to investigate the impact of particle size and weight fraction of micro and nano (Bi2O3, CdO, and SnO2) on the linear and mass attenuation coefficient of the metal oxide/SR composite at various photon energies. By measuring these coefficients, we can gain valuable insights into the behavior of the composite material. By employing advanced techniques such as SEM and TEM to examine the morphology of the composites and filler materials, the study reveals that nano composites exhibit a more uniform morphology compared to micro composites. This finding suggests that nano composites possess superior effectiveness in shielding against radiation. Furthermore, the study highlights the significance of tailoring composites with appropriate properties for efficient shielding by demonstrating that the size and concentration of filler materials impact the density of the composites. As the density of composites increases, their ability to attenuate radiation also increases. This observation underscores the importance of creating composites with optimal density to maximize their shielding capabilities. Moreover, this study delves into the impact of changes in the weight fraction of fillers on the tensile parameters of the composites, providing valuable insights into the mechanical properties of these materials. By understanding how variations in the weight fraction of fillers affect the tensile parameters, researchers and engineers can make informed decisions when designing and utilizing these composites.