Discover the power and precision of our Spring Calculator, designed to help engineers and designers create optimal spring solutions. Whether you’re calculating compression, tension, or torsion springs, our intuitive tool provides accurate and reliable results. Enhance your design process with this user-friendly calculator that supports various industry applications. By simplifying complex calculations, it saves you time while ensuring optimal spring performance. Experience the efficiency and convenience of our Spring Calculator today and take your projects to the next level.

Calculadora de mola
Spring Force Calculator | Professional Spring Design Tool

Parâmetros

  • Minimum Working Load (P₁): The minimum force applied to the spring in Newtons.
  • Maximum Working Load (Pn): The maximum force applied to the spring in Newtons.
  • Working Stroke (h): The distance the spring travels between the minimum and maximum working load in millimeters.
  • Diâmetro do fio (d): O diâmetro do fio da mola em milímetros.
  • Diâmetro médio da bobina (D): Diâmetro médio das espiras da mola em milímetros.
  • Spring Type (Life): Classification of the spring based on its intended lifespan.
  • Spring Structure: The physical configuration or design of the spring.
  • Spring Material: The material used to manufacture the spring.
  • Módulo de cisalhamento (G): The material\’s resistance to shear deformation in MPa.
  • Elastic Modulus (E): The material\’s resistance to elastic deformation in MPa.
  • Tensile Strength Limit (σb): The maximum stress a material can withstand before breaking in MPa.
  • Índice de Primavera (C): The ratio of the mean coil diameter to the wire diameter (D/d).
  • Fator de Wahl (K): A correction factor used in spring stress calculations, dependent on the spring index.
  • Yield Limit (Ts): The maximum stress a material can withstand before permanent deformation occurs in MPa.

Calculadora

Resultados

Spring Rate (P\’): 0 N/mm
Allowable Stress (τp): 0 MPa
Índice de Primavera (C): 0
Fator de Wahl (K): 0
Deflection at Minimum Load (F₁): 0 milímetros
Deflection at Maximum Load (Fn): 0 milímetros
Deflection at Solid Height (Fb): 0 milímetros
Load at Solid Height (Pb): 0 N
Número de bobinas ativas (n): 0
Total Coils (n₁): 0
Solid Height (Hb): 0 milímetros
Free Height (H₀): 0 milímetros
Passo (t): 0 milímetros
Helix Angle (α): 0 graus
Developed Length (L): 0 milímetros
Height-to-Diameter Ratio (b): 0
Maximum Shear Stress (τmax): 0 MPa
Fatigue Safety Factor (S): 0