Iran Nezam Mechanical Design Exam flashcards
Iran Nezam Mechanical Design Exam · Build recall with a focused review session.
32 cards. Read the term and the definition here. The deck at the top of this page is optional.
- Parallel-axis theorem
- The moment of inertia about any axis equals that about a parallel centroidal axis plus the area times the squared perpendicular distance between the axes: I = I_c + A·d².
- Newton–Raphson method
- Root-finding iteration x_{n+1} = x_n − f(x_n)/f′(x_n). It converges quadratically near a simple root but can diverge if the derivative is near zero or the initial guess is poor.
- Euler buckling load
- Critical axial load for a slender column: P_cr = π²EI/(KL)². The effective-length factor K depends on end conditions, from 0.5 for fixed-fixed to 2 for fixed-free.
- Maximum shear stress
- In plane stress, τ_max = √[((σ_x − σ_y)/2)² + τ_xy²], equal to half the difference of the principal stresses. Used with the Tresca yield criterion.
- Beam shear–moment relation
- The shear force equals the slope of the bending moment diagram, V = dM/dx. A concentrated load causes a shear jump and a slope change in the moment diagram.
- Reynolds number criterion
- Re = ρVD/μ classifies pipe flow: below roughly 2300 laminar, 2300–4000 transitional, above 4000 turbulent. It compares inertia to viscous forces.
- Pump affinity laws
- For a geometrically similar pump at constant impeller diameter, flow varies with speed, head with speed squared, and shaft power with speed cubed.
- Net positive suction head available
- NPSH_a = (P_atm − P_v)/(ρg) + z − h_f on the suction side. It must exceed the pump's required NPSH to avoid cavitation.
- Darcy–Weisbach head loss
- Friction head loss h_f = f(L/D)(V²/2g). The friction factor f comes from the Moody chart or Colebrook equation and equals 64/Re in laminar flow.
- Carnot efficiency
- Maximum efficiency of any heat engine between two reservoirs: η = 1 − T_L/T_H, using absolute temperatures. No real cycle between the same reservoirs can exceed it.
- Log mean temperature difference
- ΔT_lm = (ΔT₁ − ΔT₂)/ln(ΔT₁/ΔT₂) drives heat exchanger sizing q = U·A·ΔT_lm. A correction factor F applies to multipass and cross-flow arrangements.
- Biot number
- Bi = h·L_c/k compares internal conduction resistance to external convection resistance. Values below 0.1 justify a lumped-capacitance analysis with uniform body temperature.
- Stefan–Boltzmann law
- Radiant heat transfer between a surface and its surroundings is q = ε·σ·A·(T_s⁴ − T_sur⁴), with σ = 5.67×10⁻⁸ W/(m²·K⁴) and absolute temperatures.
- Rankine cycle efficiency
- Thermal efficiency equals net work divided by heat added, (W_t − W_p)/Q_in. Reheating and regenerative feedwater heating raise the average temperature of heat addition.
- Sensible heat ratio
- SHR = Q_sensible/(Q_sensible + Q_latent) for a cooling coil. It fixes the slope of the coil process line and the resulting room supply air condition.
- Fan laws
- For a given fan at constant air density, flow varies with speed, pressure with speed squared, and power with speed cubed. The operating point is where fan and system curves intersect.
- Equal friction duct sizing
- Duct sections are sized for a constant pressure loss per unit length along the run. Velocity limits are then checked to control regenerated noise and carry dust.
- Sensible cooling load equation
- Q_s = 1.23·V̇(L/s)·ΔT(°C) in watts, or 1.08·cfm·ΔT(°F) in Btu/h. The constant embeds air density and specific heat.
- Goodman fatigue criterion
- Failure line 1/n = σ_a/S_e + σ_m/S_u for mean stress σ_m and alternating stress σ_a. It is less conservative than Soderberg, which uses yield strength in the mean term.
- Bearing rating life L10
- L₁₀ = (C/P)^p million revolutions, where C is basic dynamic load rating, P the equivalent load, and p = 3 for ball and 10/3 for roller bearings.
- Gear module
- Module m = d/z relates pitch diameter to tooth number; circular pitch p = π·m. Mating gears must share the same module and pressure angle.
- Marin endurance limit factors
- The endurance limit of a steel part is estimated as S_e = k_a·k_b·k_c·k_d·k_e·(0.5·S_u), correcting surface, size, load, temperature, and reliability effects.
- Carbon equivalent
- CE = %C + %Mn/6 + (%Cr + %Mo + %V)/5 + (%Ni + %Cu)/15 estimates weldability. Values above about 0.40 generally require preheat to avoid cold cracking.
- Austenitic stainless sensitization
- Chromium carbide precipitation at grain boundaries in the 425–870 °C range depletes chromium and promotes intergranular corrosion. Low-carbon or stabilized grades mitigate this in welds.
- Riser design principle
- A riser must remain liquid longer than the casting section it feeds, so it solidifies last. Risers are placed at hot spots and sized using the modulus method.
- Fixture unit demand
- Water supply pipes are sized from total fixture units converted to probable demand, not the sum of individual fixture flows, because fixtures are used intermittently.
- Trap seal protection
- A water seal of about 50–100 mm in each trap blocks sewer gas. Venting limits pressure swings that would siphon or blow out the seal.
- Hazen–Williams equation
- Empirical pipe friction formula h_f = 10.67·L·Q^1.852/(C^1.852·D^4.87) in SI units, with roughness coefficient C typically 100–150 for water pipes.
- Sprinkler design density
- Required flow equals discharge density times the design area, with density and area set by occupancy hazard class. Hose stream demand may be added separately.
- Mabhas 14
- The volume of the Iranian National Building Regulations covering HVAC installations. It sets design conditions, ventilation, and system requirements for building mechanical services.
- Mabhas 16
- The Iranian National Building Regulations volume on sanitary plumbing. It addresses water supply, drainage, venting, and fixture requirements for buildings.
- Standard 2800
- The Iranian code for seismic-resistant design of buildings. It defines design spectra, base shear, and detailing requirements applied together with the national loading code.