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汽轮机原理(Turbineprinciple)
2024年3月24日发(作者:臧清一)
汽轮机原理(Turbine principle)
Including the working principle of the steam turbine stage and
the working principle of the whole steam turbine unit. The
working principle of a steam turbine involves the flow of steam,
the generation of forces on the blades and the formation of
losses, and the method of adapting the turbine to changes in
the external load. 1 O2 P _* `$N: N I* W!
The working principle of the stage is converted to mechanical
work in the steam turbine stage according to the energy
contained in the steam. The stage of the steam turbine can be
divided into 3 kinds, namely, impulse, reaction and velocity.
& S&, W2}, ` H8, t, U3, P, impulse, level 2, schematic diagram
of the impulse level. The steam expands in the nozzle and the
pressure drops from the inlet P0 to the P1 at the exit (Figure
2A). As the cross-sectional area of the nozzle channel
decreases gradually (Fig. 2b), the velocity of steam in the
nozzle increases gradually. The energy contained in the steam
is converted to the kinetic energy of the steam stream. The
absolute velocity is C1 at the nozzle and the steam flow angle
is alpha 1. Since the circumferential velocity of the moving
blade is u, the relative velocity of the steam entering the
moving blade is W1, and the steam flow angle is 1. There is no
change in the pressure when the steam flows through the moving
blades, that is, the pressure at the moving blade exit is equal
to the pressure of the inlet P2 p1. The relative velocity of
the moving blade exit is w 2, the steam flow angle is 2, the
absolute velocity is C2, and the steam flow angle is alpha 2
(Figure 2C). When the steam passes through the moving blade,
the direction changes, and the momentum of the steam stream
changes, thus acting on the moving blade and driving the rotor
to rotate. The leaves of the impulse moving leaves are close
to the right and left symmetry. In the inlet and outlet of the
nozzle and the moving blade, the magnitude and direction of the
steam flow velocity can be represented by the size and direction
of the vector segment in a certain proportion. These vector
segments constitute the so-called velocity triangle.
X/ b-]1 c& Q # "D5 K3 X B D)"
(H8, H0, Z5, W6, E%, f% ^) u, Y
8 S4 D% T7 T: Q'B O in the enthalpy H as ordinate, with entropy
S as abscissa of H-S diagram (Figure 2D), from the nozzle inlet
steam point to the stage after the static pressure P2 as an
isentropic line p3. The enthalpy of the starting point of this
line is H 0, and the enthalpy at the end point is H 2. The
difference H0-H2=I0 is called isentropic enthalpy drop. Unit
is kJ / kg. When the isentropic enthalpy drop is converted to
the kinetic energy of the steam flow, the ideal speed of the
steam flow at the exit of the corresponding nozzle is obtained.
But in the nozzle flow loss, so the actual outlet steam flow
velocity C1 = C1t DTH DTH, called nozzle velocity coefficient,
generally 0.96 ~ 0.98. Similarly, due to flow loss, the relative
velocity of the moving blade outlet at w2=w1 is called the
moving blade velocity coefficient, which is generally 0.92 to
0.95. The steam flow rate and direction of change of mass flow
to produce steam passing through 1 kg / s when the blade wheel
force is Fu=c1cos alpha 1+c2cos alpha 2 Newton, the
corresponding power called wheel power Pu, or Hu u=Hu=Fu u, said
the enthalpy drop =u (c1cos alpha 1+c2cos alpha 2). In this way,
2024年3月24日发(作者:臧清一)
汽轮机原理(Turbine principle)
Including the working principle of the steam turbine stage and
the working principle of the whole steam turbine unit. The
working principle of a steam turbine involves the flow of steam,
the generation of forces on the blades and the formation of
losses, and the method of adapting the turbine to changes in
the external load. 1 O2 P _* `$N: N I* W!
The working principle of the stage is converted to mechanical
work in the steam turbine stage according to the energy
contained in the steam. The stage of the steam turbine can be
divided into 3 kinds, namely, impulse, reaction and velocity.
& S&, W2}, ` H8, t, U3, P, impulse, level 2, schematic diagram
of the impulse level. The steam expands in the nozzle and the
pressure drops from the inlet P0 to the P1 at the exit (Figure
2A). As the cross-sectional area of the nozzle channel
decreases gradually (Fig. 2b), the velocity of steam in the
nozzle increases gradually. The energy contained in the steam
is converted to the kinetic energy of the steam stream. The
absolute velocity is C1 at the nozzle and the steam flow angle
is alpha 1. Since the circumferential velocity of the moving
blade is u, the relative velocity of the steam entering the
moving blade is W1, and the steam flow angle is 1. There is no
change in the pressure when the steam flows through the moving
blades, that is, the pressure at the moving blade exit is equal
to the pressure of the inlet P2 p1. The relative velocity of
the moving blade exit is w 2, the steam flow angle is 2, the
absolute velocity is C2, and the steam flow angle is alpha 2
(Figure 2C). When the steam passes through the moving blade,
the direction changes, and the momentum of the steam stream
changes, thus acting on the moving blade and driving the rotor
to rotate. The leaves of the impulse moving leaves are close
to the right and left symmetry. In the inlet and outlet of the
nozzle and the moving blade, the magnitude and direction of the
steam flow velocity can be represented by the size and direction
of the vector segment in a certain proportion. These vector
segments constitute the so-called velocity triangle.
X/ b-]1 c& Q # "D5 K3 X B D)"
(H8, H0, Z5, W6, E%, f% ^) u, Y
8 S4 D% T7 T: Q'B O in the enthalpy H as ordinate, with entropy
S as abscissa of H-S diagram (Figure 2D), from the nozzle inlet
steam point to the stage after the static pressure P2 as an
isentropic line p3. The enthalpy of the starting point of this
line is H 0, and the enthalpy at the end point is H 2. The
difference H0-H2=I0 is called isentropic enthalpy drop. Unit
is kJ / kg. When the isentropic enthalpy drop is converted to
the kinetic energy of the steam flow, the ideal speed of the
steam flow at the exit of the corresponding nozzle is obtained.
But in the nozzle flow loss, so the actual outlet steam flow
velocity C1 = C1t DTH DTH, called nozzle velocity coefficient,
generally 0.96 ~ 0.98. Similarly, due to flow loss, the relative
velocity of the moving blade outlet at w2=w1 is called the
moving blade velocity coefficient, which is generally 0.92 to
0.95. The steam flow rate and direction of change of mass flow
to produce steam passing through 1 kg / s when the blade wheel
force is Fu=c1cos alpha 1+c2cos alpha 2 Newton, the
corresponding power called wheel power Pu, or Hu u=Hu=Fu u, said
the enthalpy drop =u (c1cos alpha 1+c2cos alpha 2). In this way,