Square-Wheeled Car
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A circular catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
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- Φ3.5*0.8m Φ3.5*0.8mDimensions: Φ3.5*0.8m Brand: KexMall Model: PopsciCat-math-041 1. Materials: ①Frame: 30 square tube, 2mm cold-rolled sheet, 2.0mm cold-rolled sheet, surface baked paint ②Curved track: cast iron + rubber ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Square-wheeled vehicle: carbon steel + polyurethane 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧1.5m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A circular catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
- Φ4.0*0.8m Φ4.0*0.8mDimensions: Φ4.0*0.8m Brand: KexMall Model: PopsciCat-math-042 1. Materials: ①Frame: 30 square tube, 2mm cold-rolled sheet, 2.0mm cold-rolled sheet, surface baked paint ②Curved track: cast iron + rubber ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Square-wheeled vehicle: carbon steel + polyurethane 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧1.5m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A circular catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
- 4.0*1.0*0.8m 4.0*1.0*0.8mDimensions: 4.0*1.0*0.8m Brand: KexMall Model: PopsciCat-math-043 1. Materials: ①Frame: 30 square tube, 2mm cold-rolled sheet, 2.0mm cold-rolled sheet, surface baked paint ②Curved track: cast iron + rubber ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Square-wheeled vehicle: carbon steel + polyurethane 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧1.5m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A segment of catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
- 5.0*1.0*0.8m 5.0*1.0*0.8mDimensions: 5.0*1.0*0.8m Brand: KexMall Model: PopsciCat-math-044 1. Materials: ①Frame: 30 square tube, 2mm cold-rolled sheet, 2.0mm cold-rolled sheet, surface baked paint ②Curved track: cast iron + rubber ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Square-wheeled vehicle: carbon steel + polyurethane 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧1.5m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A segment of catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
- 6.0*1.0*0.8m 6.0*1.0*0.8mDimensions: 6.0*1.0*0.8m Brand: KexMall Model: PopsciCat-math-045 1. Materials: ①Frame: 30 square tube, 2mm cold-rolled sheet, 2.0mm cold-rolled sheet, surface baked paint ②Curved track: cast iron + rubber ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Square-wheeled vehicle: carbon steel + polyurethane ⑤Fence: stainless steel 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧1.5m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Sit on the vehicle, pedal, and feel the difference from riding a bicycle. ★Exhibit Description: The exhibit consists of a shaped platform, auxiliary guiding mechanism, and a square-wheeled vehicle. A segment of catenary-curved track is laid on the platform, with one square-wheeled vehicle on the track. The mechanism connects the bicycle device to the center, so that the bicycle rotates around the center. Ride the square-wheeled vehicle and try to ride on the arc-shaped track. Through actual operation of the square-wheeled vehicle, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can ride the vehicle smoothly on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
- 1.2*0.7*1.1m 1.2*0.7*1.1mDimensions: 1.2*0.7*1.1m Brand: KexMall Model: PopsciCat-math-046 1. Materials: ①Display stand: frame 2mm cold-rolled sheet, surround 2.0mm cold-rolled sheet, surface baked paint ②Tabletop: Kelesi artificial stone, thickness ≧12mm, with flame-retardant board underneath ③Instruction sign, graphic panel: 5mm acrylic UV printing ④Curved track: aluminum alloy + rubber ⑤Square-wheeled vehicle: aluminum alloy + stainless steel ⑥Limit: cold-rolled sheet + stainless steel 2. Main configuration: None 3. Installation requirements: ①Energy requirement: None ②Installation base: direct placement ③Entry passage: door frame size (width×height) ≧1.0m×1.9m, continuous turning interval ≧2.0m ④Maintenance access: not required
★Exhibit Content: Catenary ★Interaction: Mechanical Interaction ★Operation: Push the square wheels and feel the difference from round wheels. ★Exhibit Description: The exhibit consists of a display stand, auxiliary guiding mechanism, and square wheels. A circular catenary-curved track is laid on the stand, with one set of square wheels on the track. Through actual operation of the square wheels, visitors experience the wonderful feeling that square wheels can still roll smoothly and appreciate the magic of mathematics. ★Scientific Principle: Visitors can push the square wheels to roll smoothly forward on the arc-shaped track without bumping up and down. The reason is that the track on which the wheels travel is a carefully designed catenary, and the length of the catenary is exactly equal to the side length of the square wheel. During travel, the distance between the wheel center and the ground remains constant, thus achieving smooth riding. The curved track of the square-wheeled vehicle is composed of meshing blocks whose surface shape is an inverted catenary. The arch curvature of the meshing blocks is determined by the catenary curve, and the total length of each inverted catenary arch is equal to the side length of the square wheel. A catenary is a curve whose shape is named for its similarity to the shape of a rope hanging from both ends under uniform gravity. When a square wheel rolls without sliding on a suitable inverted catenary meshing block track, the undulation of the track cancels out the change in the height of the center of gravity caused by the square wheel, and the center of the square wheel always remains at the same height.
Review
Principle Display: ★★★★ Interaction Effect: ★★★ Ease of Installation: ★★★ Durability: ★★★ Overall Rating: ★★★