Tunable Mechanical Properties of Ti-Zr-Ni-Cr-V Amorphous Ribbons via Different Melt Spinning Speeds during Rapid Solidification Process

In this paper, the effects of different melt spinning speeds on the mechanical properties of (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons were studied. Tensile tests of the specimens were used to investigate mechanical behavior and mechanical properties of amorphous ribbons. The effects of cooling rate on the glass transition temperature of amorphous ribbons was discussed. The correlation between the microstructure of serrated flow behavior in stress-strain curves and melt spinning speeds of ribbons was also evaluated. In addition, when the spinning speed was 45 m/s, a large number of dense and uniform dimples appeared on the fractured surface of the specimens. Furthermore, characteristics of serrated flow behavior were obvious, which meant that Ti-Zr-Ni-Cr-V amorphous ribbons showed minor plastic behavior. It is assumed that the influence of free volume led to a serrated flow behavior of the amorphous materials, and made the amorphous material exhibit partially plastic properties. Increasing the strain rate sensitivity meant the free volume increased with the increasing spinning speed. Tensile strength (σb) and elongation (δ) of samples exhibited a dramatic increasing trend with an increase in the spinning speed. In particular, Ti-Zr-Ni-Cr-V amorphous ribbons showed better mechanical properties, namely the tensile strength of the amorphous ribbon samples significantly increased from 321 MPa at a spinning speed of 30 m/s to 675 MPa at a speed of 45 m/s. The elongation increased from 0.53% at a speed of 30 m/s to 1.29% at a speed of 45 m/s.


Introduction
Metallic glass does not have defects, such as grain boundaries or dislocations in the crystal, leading to its uniformity on a very small scale and achieving high strength and partial plasticity [1]. The unique structural characteristics of metallic glass give it a completely different plastic deformation mechanism and excellent performance, including excellent corrosion resistance and soft ferromagnetic properties. Therefore, metallic glass has shown a very broad range of prospective applications in many fields, including military, aerospace, and civil applications.
Mechanical properties are crucial for amorphous alloys. Metallic glasses have high strength and low elastic modulus (E) in comparison with metallic crystals. Furthermore, the breaking strength of amorphous alloys is much higher than traditional crystalline materials [2]. Since Au 75 Si 25 amorphous alloy was first prepared in the 1960s [3], there have been many studies on bulk amorphous alloys,

Materials and Methods
The alloys with nominal composition of (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 were prepared by an arc-melting method under a high-purity argon atmosphere. Each sample was re-melted four times to ensure homogeneous compositions of ingots. Ribbons were prepared using a melt spinner equipped with a Cu wheel rotating at a speed of 15~45 m/s. The phases in the ribbons were identified by X-ray diffraction (XRD) using CuKα radiation, model D/max-2200. The ribbons were pulverized using an agate mortar before testing with model D/max-2200. In addition, the scanning speed was 2 • /min and the range was 20-90 • . Thermal properties of each amorphous ribbon were analyzed by differential scanning calorimeter (DSC, PE Diamond) at heating speed of 20 K/min, in the argon atmosphere. The microstructural analysis was carried out by transmission electron microscopy (TEM, JEM-2010 F) and scanning electron microscope (SEM) equipped with an energy dispersive spectrometer (EDS) analysis system (JSM-6700 F). There was a direct observation using an SEM of an in-situ fractured surface of amorphous ribbons subjected to the tensile test. For TEM, the sample was thinned using a double-jet electrolytic thinning device (MTP-1A) with 20% perchloric acid and 80% acetic acid, and sample diameter was 2 mm. Tensile strength of each alloy ribbon was measured by a universal testing machine operating at a loading rate of 8.3 × 10 −6 m/s, model Zwick Biaxial-10 kN, in the air atmosphere. Each amorphous ribbon with uniform width and thickness was selected to produce a sample with a standard size; the width and length of the standard size was 4 mm and 55 mm, respectively. In addition, the thickness of ribbons with the spinning speed of 30 m/s, 35 m/s, 40 m/s, and 45 m/s was 0.3 mm, 0.16 mm, 0.09 mm, and 0.04 mm, respectively. The nanoindentation was tested at room temperature, and Berkovich tip mounted on an MTS Nano Indenter XP head. The loading rate was 0.05 mN/s, 0.25 mN/s, 0.5 mN/s, and 1 mN/s, and the loading force was 5 mN. Figure 1a presents the XRD patterns of (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons with different spinning speeds, confirming the phases and crystal structures of the investigated samples. This figure shows that crystalline phases of the 15 m/s spinning speed sample were determined to be BCC and C14 Laves phases. The other Ti-Zr-Ni-Cr-V ribbons showed a disordered structure in terms of atomic arrangement, and a main hole without a sharp diffraction peak indicated the amorphous structure of the ribbons. From XRD patterns of amorphous ribbons, we can see that 2θ shifts toward low angle with the increasing spinning speed. The maximum peak intensity of the amorphous scattering peak corresponds to the coherence distance of the quasi-periodic particles in the amorphous phase. The maximum peak intensity is usually used to compare the degree of dispersion between particles. Therefore, we assumed that the larger 2θ is, the less free volume there is [17]. In this case, the free volume of ribbons with the spinning speed of 45 m/s is significantly higher than those with a 30 m/s spinning speed.
When the thickness of ribbons is much smaller than both the length and the width, size effects occur, which will affect the mechanical behavior of amorphous ribbons [13,18]. Therefore, with decreasing thickness of amorphous ribbons, size effects may also lead to an increase in the tensile strength and elongation. The increase of the speed of ribbons will lead to a reduction in the thickness of samples obtained. This is one of the reasons why the tensile strength and elongation of the ribbons with the spinning speed of 45 m/s are higher than those with a spinning speed of 30 m/s, 35 m/s, and 40 m/s because the former is thinner than the latter three. However, even the thickness of ribbons with the speed of 45 m/s was much greater than the nanoscale critical dimensions [19], so the deformation mode was dominated by the shear bands and did not transition to uniform plastic deformation. Low elastic modulus indicates enhanced toughness. Elastic modulus reflects the magnitude of the binding force between atoms. Due to the random arrangement of atoms, the atomic spacing was smaller compared to the crystalline metal, and therefore the binding force was smaller. Therefore, less stress could result in a larger displacement in the amorphous ribbons, causing a larger elastic deformation and smaller elastic modulus. The increased spinning speed increased the free volume and reduced the viscosity [20]. The annihilation volume caused by the structure relaxation could not completely offset the free volume under stress [21,22]. The free volume had increased in certain areas. Figure 2 shows the schematic diagrams of the free volume for the ribbons with different spinning speeds. We assumed that the free volume of the sample increased as the spinning speed increased, which led to an increase in tensile strength and elongation, and to a decrease in the elastic modulus [23][24][25]. For tensile stress-strain curves of the samples, the increase of the free volume may result in   Figure 1c shows the model of ribbons with the spinning speed of 30 m/s in the tensile test. In particular, the length, width, and thickness of amorphous ribbons were 55 mm, 4 mm, and 0.3 mm, respectively. In addition, the thicknesses of ribbons with the spinning speed of 30 m/s, 35 m/s, 40 m/s, and 45 m/s were 0.3 mm, 0.16 mm, 0.09 mm, and 0.04 mm, respectively. Figure 1d presents the tensile stress-strain curves of (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons at room temperature under different spinning speeds from 30 m/s to 45 m/s. Tensile strength was found using the breaking strength of materials at the room temperature. The elongation was measured at the maximum strength point. When the spinning speed was 45 m/s, amorphous ribbons showed a serrated flow behavior, in which case the amorphous ribbons showed good toughness. Table 1 shows that tensile strength and elongation of amorphous ribbons increased, while the elastic modulus decreased, as the spinning speed increased. When the spinning speed was 30 m/s, tensile strength, elongation, and elastic modulus were 321 MPa, 0.53%, and 67.9 GPa, respectively.
When the spinning speed increased to 45 m/s, the ribbons' tensile strength and elongation reached 675 MPa and 1.3%, respectively, while the elastic modulus dropped to 55.4 GPa. The average tensile strength of amorphous ribbons with the spinning speed of 30 m/s, 35 m/s, 40 m/s, and 45 m/s reached 321 ± 37, 340 ± 33 MPa, 457 ± 37 MPa, and 675 ± 32 MPa, respectively. The average strains of amorphous ribbons with the spinning speed of 30 m/s, 35 m/s, 40 m/s, and 45 m/s were 0.53% ± 0.04%, 0.58% ± 0.05%, 0.89% ± 0.05%, and 1.29% ± 0.08%, respectively. When the thickness of ribbons is much smaller than both the length and the width, size effects occur, which will affect the mechanical behavior of amorphous ribbons [13,18]. Therefore, with decreasing thickness of amorphous ribbons, size effects may also lead to an increase in the tensile strength and elongation. The increase of the speed of ribbons will lead to a reduction in the thickness of samples obtained. This is one of the reasons why the tensile strength and elongation of the ribbons with the spinning speed of 45 m/s are higher than those with a spinning speed of 30 m/s, 35 m/s, and 40 m/s because the former is thinner than the latter three. However, even the thickness of ribbons with the speed of 45 m/s was much greater than the nanoscale critical dimensions [19], so the deformation mode was dominated by the shear bands and did not transition to uniform plastic deformation.
Low elastic modulus indicates enhanced toughness. Elastic modulus reflects the magnitude of the binding force between atoms. Due to the random arrangement of atoms, the atomic spacing was smaller compared to the crystalline metal, and therefore the binding force was smaller. Therefore, less stress could result in a larger displacement in the amorphous ribbons, causing a larger elastic deformation and smaller elastic modulus. The increased spinning speed increased the free volume and reduced the viscosity [20]. The annihilation volume caused by the structure relaxation could not completely offset the free volume under stress [21,22]. The free volume had increased in certain areas. Figure 2 shows the schematic diagrams of the free volume for the ribbons with different spinning speeds. We assumed that the free volume of the sample increased as the spinning speed increased, which led to an increase in tensile strength and elongation, and to a decrease in the elastic modulus [23][24][25]. For tensile stress-strain curves of the samples, the increase of the free volume may result in the generation of serrated flow behavior. Therefore, we postulate that when the spinning speed was 45 m/s, the free volume may have been the reason for the specimen displaying plastic behavior.  Low elastic modulus indicates enhanced toughness. Elastic modulus reflects the magnitude of the binding force between atoms. Due to the random arrangement of atoms, the atomic spacing was smaller compared to the crystalline metal, and therefore the binding force was smaller. Therefore, less stress could result in a larger displacement in the amorphous ribbons, causing a larger elastic deformation and smaller elastic modulus. The increased spinning speed increased the free volume and reduced the viscosity [20]. The annihilation volume caused by the structure relaxation could not completely offset the free volume under stress [21,22]. The free volume had increased in certain areas. Figure 2 shows the schematic diagrams of the free volume for the ribbons with different spinning speeds. We assumed that the free volume of the sample increased as the spinning speed increased, which led to an increase in tensile strength and elongation, and to a decrease in the elastic modulus [23][24][25]. For tensile stress-strain curves of the samples, the increase of the free volume may result in the generation of serrated flow behavior. Therefore, we postulate that when the spinning speed was 45 m/s, the free volume may have been the reason for the specimen displaying plastic behavior.  The relationship between the hardness (H) and the strain rate ( • ε ) of each amorphous ribbon was linearly fitted. The strain rate can be estimated as equal to half the loading rate [26]. The strain rate sensitivity (m) is equal to ∂lnH/∂ln • ε . From Figure 3, we can see that the strain rate sensitivity decreased with increasing spinning speed as m decreased from 0.171 for a spinning speed of 30 m/s to 0.048 for a spinning speed of 45 m/s. In this way, a smaller strain rate sensitivity means more free volume with the increasing spinning speed. The activation volume (ΔV) is approximately to 3√3kT/mH, where k is the Boltzmann constant and T is the temperature [6]. Therefore, the activation volume is around 0.027 nm 3 for a spinning speed of 30 m/s and around 0.111 nm 3 for a spinning speed of 45 m/s. These results show that the free volume increases with the increasing spinning speed.    The relationship between the hardness (H) and the strain rate ( • ε) of each amorphous ribbon was linearly fitted. The strain rate can be estimated as equal to half the loading rate [26]. The strain rate sensitivity (m) is equal to ∂lnH/∂ln • ε. From Figure 3, we can see that the strain rate sensitivity decreased with increasing spinning speed as m decreased from 0.171 for a spinning speed of 30 m/s to 0.048 for a spinning speed of 45 m/s. In this way, a smaller strain rate sensitivity means more free volume with the increasing spinning speed. The activation volume (∆V) is approximately to 3 √ 3kT/mH, where k is the Boltzmann constant and T is the temperature [6]. Therefore, the activation volume is around 0.027 nm 3 for a spinning speed of 30 m/s and around 0.111 nm 3 for a spinning speed of 45 m/s. These results show that the free volume increases with the increasing spinning speed.  The relationship between the hardness (H) and the strain rate ( • ε ) of each amorphous ribbon was linearly fitted. The strain rate can be estimated as equal to half the loading rate [26]. The strain rate sensitivity (m) is equal to ∂lnH/∂ln • ε . From Figure 3, we can see that the strain rate sensitivity decreased with increasing spinning speed as m decreased from 0.171 for a spinning speed of 30 m/s to 0.048 for a spinning speed of 45 m/s. In this way, a smaller strain rate sensitivity means more free volume with the increasing spinning speed. The activation volume (ΔV) is approximately to 3√3kT/mH, where k is the Boltzmann constant and T is the temperature [6]. Therefore, the activation volume is around 0.027 nm 3 for a spinning speed of 30 m/s and around 0.111 nm 3 for a spinning speed of 45 m/s. These results show that the free volume increases with the increasing spinning speed.    Figure 4a,b shows that when the spinning speeds are 30 m/s and 35 m/s, inclusions, scratches, and holes are present on the surface of the ribbons. In this case, surface roughness is high. The surface quality became better when the spinning speed was 40 m/s (Figure 2c). However, there were still some local pores and the composition was not uniform. When the spinning speed increased to 45 m/s (Figure 4d), defects, such as inclusions and voids, were not found, which implied that the composites were successfully fabricated by the rapid solidification process. As a result, surface quality was greatly improved and the composition was more uniform. From this, we conclude that the surface quality and uniformity of the (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons increase with increasing spinning speeds. When the spinning speed was high, the amorphous solid formed by rapid solidification of the alloy was more uniform. Surface quality, uniformity, and void size of amorphous ribbons affected the strength of the ribbons. When surface quality was poor, tensile strength of amorphous ribbons was low, and vice versa. Consequently, with the increase of spinning speed, the mechanical properties of amorphous (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 ribbons increased.
Materials 2018, 11, x FOR PEER REVIEW 6 of 10 roughness is high. The surface quality became better when the spinning speed was 40 m/s ( Figure  2c). However, there were still some local pores and the composition was not uniform. When the spinning speed increased to 45 m/s (Figure 4d), defects, such as inclusions and voids, were not found, which implied that the composites were successfully fabricated by the rapid solidification process. As a result, surface quality was greatly improved and the composition was more uniform. From this, we conclude that the surface quality and uniformity of the (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons increase with increasing spinning speeds. When the spinning speed was high, the amorphous solid formed by rapid solidification of the alloy was more uniform. Surface quality, uniformity, and void size of amorphous ribbons affected the strength of the ribbons. When surface quality was poor, tensile strength of amorphous ribbons was low, and vice versa. Consequently, with the increase of spinning speed, the mechanical properties of amorphous (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 ribbons increased.   Figure 5a shows that cleavage fractures appeared near the free surface of the ribbons and vein-like patterns appeared near the other side. The reason is that the cooling rate of the free surface is different from the roller surface. The low cooling rate of the free surface led to low amorphous content, while the cooling rate of the roller surface was high, which led to high amorphous content. The difference in amorphous content led to the microstructure change of the ribbons and different fracture morphology. At the same time, obvious protruded riblets appeared on the edge of vein-like patterns (Figure 5c). According to the non-uniform deformation mechanism of amorphous alloys [27], the amorphous alloys at room temperature produced a shear slip band under the influence of stress. Figure 5a,c shows that the dimples with the spinning speed of 45 m/s are smaller and denser than those at the spinning speed of 30 m/s. By EDS analysis of the fractures (Figure  5b), it was found that when the spinning speed was 30 m/s, an enrichment of Zr and a depletion of Cr occurred. Furthermore, when the spinning speed was 45 m/s, atomic percentage of each element   Figure 5a shows that cleavage fractures appeared near the free surface of the ribbons and vein-like patterns appeared near the other side. The reason is that the cooling rate of the free surface is different from the roller surface. The low cooling rate of the free surface led to low amorphous content, while the cooling rate of the roller surface was high, which led to high amorphous content. The difference in amorphous content led to the microstructure change of the ribbons and different fracture morphology. At the same time, obvious protruded riblets appeared on the edge of vein-like  (Figure 5c). According to the non-uniform deformation mechanism of amorphous alloys [27], the amorphous alloys at room temperature produced a shear slip band under the influence of stress. Figure 5a,c shows that the dimples with the spinning speed of 45 m/s are smaller and denser than those at the spinning speed of 30 m/s. By EDS analysis of the fractures (Figure 5b), it was found that when the spinning speed was 30 m/s, an enrichment of Zr and a depletion of Cr occurred. Furthermore, when the spinning speed was 45 m/s, atomic percentage of each element was basically the same as the original ratio (Figure 5d). The uniformity of the composition was also a factor that affected the mechanical properties of amorphous ribbons.
Materials 2018, 11, x FOR PEER REVIEW 7 of 10 was basically the same as the original ratio (Figure 5d). The uniformity of the composition was also a factor that affected the mechanical properties of amorphous ribbons.  Thus, the result indicated that ribbons obtained at 30 m/s and above all contained an amorphous phase, which was consistent with the XRD results in Figure 1a. It can also be seen from the figure that the glass transition temperature of the ribbons obtained at a spinning speed of 45 m/s was higher than that obtained at a spinning speed of 30 m/s, which are 823 K and 790 K, respectively. This showed that with higher spinning speed, the thermal stability of amorphous ribbons was enhanced. When the spinning speed was 45 m/s, the thermally stability contributed to the invisibility of defects on the sample's surface. The cooling rate (Rc) is equal to (Tm − Tg)/t, where t is the cooling time required for the amorphous ribbons to go from melting point (Tm) to glass transition temperature (Tg). Furthermore, Rc is proportional to exp(Vr), where Vr is the spinning speed of the ribbons [28]. Therefore, Rc increases with increasing Vr, which is in accordance with Figure 6, where a spinning speed of 30 m/s produces a glass transition temperature of 790 K and a spinning speed of 45 m/s produces a glass transition temperature of 823 K. The glass transition temperature is the temperature at which the free volume reaches a certain critical value, and a faster spinning speed means more free volume. In this case, we can say that Tg increased with increasing Vr. In conclusion, the glass transition temperature of the ribbons increased in agreement with the increased cooling rate of the ribbons.  Thus, the result indicated that ribbons obtained at 30 m/s and above all contained an amorphous phase, which was consistent with the XRD results in Figure 1a. It can also be seen from the figure that the glass transition temperature of the ribbons obtained at a spinning speed of 45 m/s was higher than that obtained at a spinning speed of 30 m/s, which are 823 K and 790 K, respectively. This showed that with higher spinning speed, the thermal stability of amorphous ribbons was enhanced. When the spinning speed was 45 m/s, the thermally stability contributed to the invisibility of defects on the sample's surface. The cooling rate (R c ) is equal to (T m − T g )/t, where t is the cooling time required for the amorphous ribbons to go from melting point (T m ) to glass transition temperature (T g ). Furthermore, R c is proportional to exp(V r ), where V r is the spinning speed of the ribbons [28]. Therefore, R c increases with increasing V r , which is in accordance with Figure 6, where a spinning speed of 30 m/s produces a glass transition temperature of 790 K and a spinning speed of 45 m/s produces a glass transition temperature of 823 K. The glass transition temperature is the temperature at which the free volume reaches a certain critical value, and a faster spinning speed means more free volume. In this case, we can say that T g increased with increasing V r . In conclusion, the glass transition temperature of the ribbons increased in agreement with the increased cooling rate of the ribbons.   Figure 7c shows that the surface of the amorphous ribbon is even and flat, and no change in brightness contrast is found. No regularly arranged crystal structures in microstructure were observed, indicating a dense and uniform glassy state. The corresponding electron diffraction pattern of the selected area, shown in the inset of Figure 7a, was a halo, which is a typical amorphous electron diffraction pattern. This consistency with the XRD patterns provide further confirmation that the ribbons obtained at the spinning speed of 45 m/s were amorphous.

Conclusions
(TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons obtained at the spinning speed of 45 m/s exhibited better mechanical properties than those obtained at a spinning speed of 30 m/s, and a certain degree of plastic deformation was observed. Tensile strength, elongation, and elastic modulus were determined to be 675 MPa, 1.3%, and 55.4 GPa, respectively. In the stretched state, (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons at the speed of 45 m/s showed partial plastic deformation behavior, possibly due to the creation of free volume; a faster spinning speed leads to more free volume. Furthermore, an increase in cooling rate leads to an increase in the glass transition temperature. At the same time, the high melt spinning speed not only eliminated the depletion and enrichment of the components, leading to more uniform composition of (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons, but also provided the ribbons with high thermal stability. To a certain extent, mechanical properties of (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons improved with increasing spinning speed.   Figure 7c shows that the surface of the amorphous ribbon is even and flat, and no change in brightness contrast is found. No regularly arranged crystal structures in microstructure were observed, indicating a dense and uniform glassy state. The corresponding electron diffraction pattern of the selected area, shown in the inset of Figure 7a, was a halo, which is a typical amorphous electron diffraction pattern. This consistency with the XRD patterns provide further confirmation that the ribbons obtained at the spinning speed of 45 m/s were amorphous.   Figure 7c shows that the surface of the amorphous ribbon is even and flat, and no change in brightness contrast is found. No regularly arranged crystal structures in microstructure were observed, indicating a dense and uniform glassy state. The corresponding electron diffraction pattern of the selected area, shown in the inset of Figure 7a, was a halo, which is a typical amorphous electron diffraction pattern. This consistency with the XRD patterns provide further confirmation that the ribbons obtained at the spinning speed of 45 m/s were amorphous.

Conclusions
(TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons obtained at the spinning speed of 45 m/s exhibited better mechanical properties than those obtained at a spinning speed of 30 m/s, and a certain degree of plastic deformation was observed. Tensile strength, elongation, and elastic modulus were determined to be 675 MPa, 1.3%, and 55.4 GPa, respectively. In the stretched state, (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons at the speed of 45 m/s showed partial plastic deformation behavior, possibly due to the creation of free volume; a faster spinning speed leads to more free volume. Furthermore, an increase in cooling rate leads to an increase in the glass transition temperature. At the same time, the high melt spinning speed not only eliminated the depletion and enrichment of the components, leading to more uniform composition of (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons, but also provided the ribbons with high thermal stability. To a certain extent, mechanical properties of (TiZr)0.5(Ni0.6Cr0.1V0.1)2.1 amorphous ribbons improved with increasing

Conclusions
(TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons obtained at the spinning speed of 45 m/s exhibited better mechanical properties than those obtained at a spinning speed of 30 m/s, and a certain degree of plastic deformation was observed. Tensile strength, elongation, and elastic modulus were determined to be 675 MPa, 1.3%, and 55.4 GPa, respectively. In the stretched state, (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons at the speed of 45 m/s showed partial plastic deformation behavior, possibly due to the creation of free volume; a faster spinning speed leads to more free volume. Furthermore, an increase in cooling rate leads to an increase in the glass transition temperature. At the same time, the high melt spinning speed not only eliminated the depletion and enrichment of the components, leading to more uniform composition of (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons, but also provided the ribbons with high thermal stability. To a certain extent, mechanical properties of (TiZr) 0.5 (Ni 0.6 Cr 0.1 V 0.1 ) 2.1 amorphous ribbons improved with increasing spinning speed.