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Study of fluids either in motion or at rest. |
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A solid can resist a __________ by a static deflection; a fluid cannont. |
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Any shear stress applied to a fluid will result in what? |
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what are the two classes of fluids? |
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the measure by which a physical variable is expressed quantitatively |
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a particular way of attaching a number to the quantitative dimension |
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what are the four primary dimensions in fluids? |
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mass (M), length (L), time (T), and temperature (ϴ) |
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Convert Kelvin to Rankine |
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1 pound of force (lbf) equals what? |
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1 lbf equals what in Newtons? |
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Area has what dimensions? |
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Volume has what dimensions? |
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Velocity has what dimensions? |
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Acceleration has what dimensions? |
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Pressure or stress has what dimensions? |
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Energy, work, and heat have what dimensions? |
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Power has what dimensions? |
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Density has what dimensions? |
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Viscosity has what dimensions? |
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SI unit for pressure or stress |
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BG Unit for pressure or stress |
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SI Unit for energy, heat, and work |
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BG Unit for energy, heat, and work |
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SI Unit for specific heat |
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BG Unit for specific heat |
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F=ma; force is equal to mass times acceleration |
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W=mg; weight is equal to mass times acceleration of gravity |
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an arbitrary quantity of mass of fixed identity |
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everything external to the system |
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what separates the system from its surroundings |
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an arbitrary volume in which the mass of the continuum remains constant |
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what is a control surface |
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the geometric boundaries of the control volume separating it from the surrounding |
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the control surface can be _____ or _______ |
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what approach deals with individual particles and calculates trajectory of each particle separately? |
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Which approach deals with concentration of particles and calculates the overall diffusion and convection of a number of particles |
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The analysis based on the Lagrangian method requires us to track the ______, ______, ______ of each individual particle |
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position, velocity, and acceleration |
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In a situation of fluid flow the determination of the properties of the fluid as a function of position and time is considered what? |
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______ is a vector function of position and time and has three components u, v, and w. |
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what is the velocity vector function? |
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Acceleration vector is what? |
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temperature symbol is what? |
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internal energy symbol is what? |
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specific heats symbols are what? |
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specific weight of a fluid is what? |
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its weight per unit volume |
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what is the specific weight equation? |
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specific gravity or SG is what? |
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the ratio of a fluid density to a standard reference fluid, typically water at 4°C (for liquids) and air (for gases) |
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viscosity coefficient equation |
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how do you calculate Reynolds number, Re? |
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A quantitative measure of a fluid's resistance to flow |
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what is the symbol for shear stress? |
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what are the dimensions for μ |
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Linear fluids that follow the equation [image] are called what? |
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The ___________ asserts that at any solid surface the relative velocity of the (Newtonian) fluid with respect to the surface is zero |
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The second form of Re illustrates what? |
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That the ratio of μ to ρ has its own name |
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what is the name of the ratio of μ and ρ (of the second form of Re) |
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kinematic viscosity (second form of Re) equation is what? |
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step one to problem solving |
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Read the problem and restate it in your own words |
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step two to problem solving |
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gather needed data from tables or charts |
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step three to problem solving |
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make sure you understand what is asked |
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step four to problem solving |
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step five to problem solving |
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think carefully and list assumptions |
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step six to problem solving |
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find an algebraic solution, if possible |
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step seven to problem solving |
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report the solution, labeled, with proper units and proper significant figures |
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fluid shear stress can be calculated how? |
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[image] or, simplified, [image] |
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a line everywhere tangent to the velocity vector at a given instant |
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the actual path traversed by a given fluid particle |
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the locus of particles that have earlier passed through a prescribed point |
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what the heck is a locus? |
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a curve or other figure formed by all the points satisfying a particular equation of the relation between coordinates, or by a point, line, or surface moving according to mathematically defined conditions. |
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a set of fluid particles that form a line at a given instant |
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what is it called when the fluid velocity is zero? |
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hydrostatic calculations equation |
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lakes and oceans pressure equation |
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an arbitrary quantity of mass of fixed identity |
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system is a fixed quantity of mass denoted by what? |
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