Torsions

Torsions Made Easy - Step by Step - with the TI-Nspire CX (CAS) Calculator.

Solve Torsions problems stepwise using this Ti-Nspire CX Program

Price:

$49.95

Torsions Made Easy 

Runs on TI-Nspire CX, TI-Nspire CX CAS, TI-Nspire CX II and TI-Nspire CX II CAS only.
Program does not run on computers!

TI-Nspire CX

TI-Nspire CX CAS

TI-Nspire CX II

TI-Nspire CX II-T CAS

TI-Nspire CX

APP PURCHASE

Enter the last 8 digits of your TI-Nspire's Product ID.

Located under 5:Settings → 4:Status → About

Sample ID: 1008000007206E210B0BD92F455. HELP .
(You would only type BD92F455 in below's box.)

Enter last 8-digits of the ID:
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FUNCTIONALITY & MENU ITEMS OF APP :

TORSION
  • Torsion: T=J*tau/r
  • Torsion: T=2*J*tau/D
  • Torsion: T=J*G*theta/L
  • Torsion: Theta=T*L/K*G
  • Torsion: Theta=2*tau*L/(G*D)
  • Torsion: Theta=tau*L/(G*r)
  • Torsion: Theta=gamma*L/r
  • Torsion: Theta=T(3B+1.8D)/(B^2*D^2)
  • K=B*D^3*(1/3-.21*D/B*(1-1/12*(D/B)^4))
  • Bar as Beam J=PI*D^4/32 (hollow&solid)
  • Bar as Shaft J=PI*D^4/64
  • Max. Power for Shafts P=2PI*N*T/60
TORSION OF SHAFTS
  • Tmax=(PI/16)*tau*D^3 (solid cylinder)
  • Tmax=(PI/16)*tau*(D^4-d^4)/D (hollow cyl.)
  • Tmax=(PI/16)*tau*b^2*h (Ellipse)
  • Tmax=(2/9)*tau*b^2*h (Rectangle)
  • Tmax=(1/20)*tau*s^3 (Triangle)
  • Tmax=(0.123)*tau*h^3 (Hexagon)
CONVERT
  • Normal to Scientific Notation & back
  • Polar Coordinates -> (x,y)
  • Degree <-> Radian
  • Degree to Degree/Minutes/Seconds
  • Revolution to Degree/Radian
  • Revolutions to Radians & back
  • Revolution/Min to Radian/Sec
  • Find Sector
  • Sector Solver
ENERGY
  • Law: Conservation of Energy
  • Elastic Collision & Conserve E_kin
  • Kinetic: Translational
  • Kinetic: Rotational
  • E_pot=E_kin
  • Work=E_pot-E_kin and Average Force
  • Potential Energy
  • Potential Energy: Spring (Us)
  • Potential: Universal Gravitat. (UG)
MECHANICS
  • Find Center of Mass
  • Read about Vectors
  • Vector Solver: Find Ax
  • All in one Vector Explorer
  • Find Norm
  • Vector Differentiation
  • All in one 2-Vectors Explorer
  • Read: Newton’s 3 Laws of Motion
  • Newtons 2. Law: F=m*a
  • Centripetal Force: F=m*v²/r
  • Centripetal Force: F=m*ω²*r
  • Centripetal Acceleration: a=ω²*r
  • Net Force/Resultant
  • Pressure
  • Pressure
  • Pressure
  • Friction Solver: F=μ*Fn
  • Momentum: p=m*v
  • Momentum: m1*v1=m2*v2
  • m1*v_i1+m2*v_i2=m1*v_f1+m2*v_f2
  • Elastic Coll. & Conserve E_kin
  • Inelastic Collision & Conserve Momentum
  • Inelastic Collision: Find Angle and Velocity
  • Impulse I=F*t
  • Impulse I=M*(Vf-Vi)
  • Impulse & Force
  • Torque: T=F*r*sin(θ)
  • Find String Tension given Angles
  • Find Mass given String Tension
  • Read: The Big 5 Equations
EXTRAS
  • Solve any Equation or Inequality
  • Solve 2×2 system – Step by Step
  • Periodic Table of Elements: Symbol
  • Periodic Table of Elements: Element Name
  • Read: Useful Constants
  • — Read: Specific Heats
  • Density=Mass/Volume Solver
  • Moles & Representative Particles
  • Atoms to Moles Conversion
  • Relativity: Time-Dilation
  • Relativity: Mass-Dilation
  • Read: Useful Constants
  • Read: Gauss Law
  • Optics: |r1-r2|=n*Lambda
  • Optics: |r1-r2|=(n+1/2)*Lambda
  • Inverse Square Law: I1*d1^2=I2*d2^2
  • Continuity Equation
  • Barometric Formula
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