Linear Unit - Lineartechnik, Lineareinheiten, Riemenantrieb, Kugelgewindetrieb, Zahnrad-Antrieb

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LINEAREINHEITEN UNIMOTION
ELEKTROZYLINDER UNIMOTION
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ANTRIEBSTECHNIC
STEUERUNGSTECHNIC

Sizing selection tool

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Orientation and mountingClose

bottom

BOTTOM

wall_hor

WALL horizontal

wall_ver

WALL vertical

top

TOP

user

CUSTOM ORIENTATION

Inclination of the x axis

α = °

Inclination of the y axis

β = °

coordinate_system

Mounting case

Fixed profile / moving carriage

carriage

Fixed carriage / moving profile

Wrong inputs.Continue

Cycle

Basic cycle definition

Advance cycle definition

Stroke

S = mm

Start position

pos_start = mm

End position

pos_end = mm

Entire stroke is used

Cycle data

Profile type

Input type

profiletype

Total travel time in one direction

t_tot = s

Acceleration time of the carriage/profile

t_acc = s

Deceleration time of the carriage/profile

t_dec = s

Delay time

t_delay = s

Constant or peak travel speed

v_const/peak = m/s

Acceleration of the carriage/profile

a_acc = m/s²

Deceleration of the carriage/profile

a_dec = m/s²

Show cycle step info

Delta position

Δpos = 0mm

Time of the constant travel speed

t_const = 0s

Maximum travel speed (absolute)

v_max = 0m/s

Start travel speed

v_start = 0m/s

End travel speed

v_end = 0m/s

Acceleration of the carriage/profile

s_acc = 0mm

Deceleration of the carriage/profile

s_dec = 0mm

Path of the constant travel speed

s_const = 0mm

Cycle time

t_cycle = 0s

Load data

Load 1

delete

add

Add

Mass of load

m = kg

Distance x

h_x = mm

Distance y

h_y = mm

Distance z

h_z = mm

Additional forces

Force x

F_x = N

Distance of F_x

h_y = mm

Distance of F_x

h_z = mm

Force y

F_y = N

Distance of F_y

h_x = mm

Distance of F_y

h_z = mm

Force z

F_z = N

Distance of F_z

h_x = mm

Distance of F_z

h_y = mm

Additional moments

Moment x

M_x = Nm

Moment y

M_y = Nm

Moment z

M_z = Nm

Uniform districuted loads

Distributed load y

qy = N/mm²

Distributed load z

qz = N/mm²

Additional acceleration of linear unit

Acceleration x

a_x = m/s²

Acceleration y

a_y = m/s²

Acceleration z

a_z = m/s²

Change the coordinate system of the loads to the drive block

modulorientation

Cycle data

Cycle timet_cycle = 0s

#

Name

Profile

Input

Pos

Δpos

t_tot

t_const

t_acc

t_dec

t_delay

v_max

v_start

v_end

v_const/v_peak

a_acc

a_dec

s_acc

s_dec

s_const

[mm]

[mm]

[s]

[s]

[s]

[s]

[s]

[m/s]

[m/s]

[m/s]

[m/s]

[m/s²]

[m/s²]

[mm]

[mm]

[mm]

Load data

#

Name

Mass

h_x

h_y

h_z

F_x

h_y

h_z

F_y

h_x

h_z

F_z

h_x

h_y

M_x

M_y

M_z

q_y

q_z

a_x

a_y

a_z

[kg]

[mm]

[mm]

[mm]

[N]

[mm]

[mm]

[N]

[mm]

[mm]

[N]

[mm]

[mm]

[Nm]

[Nm]

[Nm]

[N/mm²]

[N/mm²]

[m/s²]

[m/s²]

[m/s²]

Stroke

S = mm

Start position

pos_start = mm

New step Reset step inputsClear all

Step name

Cycle data

Profile type

Input type

profiletype

Position

pos = mm

Total travel time to position

t_tot = s

Acceleration time of the carriage/profile

t_acc = s

Deceleration time of the carriage/profile

t_dec = s

Delay time

t_delay = s

Constant or peak travel speed

v_const/peak = m/s

Acceleration of the carriage/profile

a_acc = m/s²

Deceleration of the carriage/profile

a_dec = m/s²

Show cycle step info

Delta position

Δpos = mm

Time of the constant travel speed

t_const = s

Maximum travel speed (absolute)

v_max = m/s

Start travel speed

v_start = m/s

End travel speed

v_end = m/s

Acceleration of the carriage/profile

s_acc = mm

Deceleration of the carriage/profile

s_dec = mm

Path of the constant travel speed

s_const = mm

Cycle time

t_cycle = s

Load data

add

Add

Mass of load

m = kg

Distance x

h_x = mm

Distance y

h_y = mm

Distance z

h_z = mm

Additional forces

Force x

F_x = N

Distance of F_x

h_y = mm

Distance of F_x

h_z = mm

Force y

F_y = N

Distance of F_y

h_x = mm

Distance of F_y

h_z = mm

Force z

F_z = N

Distance of F_z

h_x = mm

Distance of F_z

h_y = mm

Additional moments

Moment x

M_x = Nm

Moment y

M_y = Nm

Moment z

M_z = Nm

Uniform districuted loads

Distributed load y

qy = N/mm²

Distributed load z

qz = N/mm²

Additional acceleration of linear unit

Acceleration x

a_x = m/s²

Acceleration y

a_y = m/s²

Acceleration z

a_z = m/s²

Accept step input.Cancel

Wrong inputs.

Change the coordinate system of the loads to the drive block

modulorientation

Cycle data

Cycle timet_cycle = 0s

#

Name

Profile

Input

Pos

Δpos

t_tot

t_const

t_acc

t_dec

t_delay

v_max

v_start

v_end

v_const/v_peak

a_acc

a_dec

s_acc

s_dec

s_const

[mm]

[mm]

[s]

[s]

[s]

[s]

[s]

[m/s]

[m/s]

[m/s]

[m/s]

[m/s²]

[m/s²]

[mm]

[mm]

[mm]

Edit step

Delete step

Insert step before

Load data

#

Name

Mass

h_x

h_y

h_z

F_x

h_y

h_z

F_y

h_x

h_z

F_z

h_x

h_y

M_x

M_y

M_z

q_y

q_z

a_x

a_y

a_z

[kg]

[mm]

[mm]

[mm]

[N]

[mm]

[mm]

[N]

[mm]

[mm]

[N]

[mm]

[mm]

[Nm]

[Nm]

[Nm]

[N/mm²]

[N/mm²]

[m/s²]

[m/s²]

[m/s²]

Wrong inputs.Back Continue

Duty cycle and environmental conditions

Number of cycles per hour

n_h = cycles/h

Working hours per day

n_hd = h/day

Working days per year

n_dy = days/h

Required working years

n_y = years

Duty cycle

%

Required working hours

h

Required cycles

cycles

Environmental conditions

Normal

Clean

Highest environmental temperature

T_high = °C

Lowest environmental temperature

T_low = °C

Operating conditions

Normal

Schock loads and vibrations

Repeatability of linear unit

Max. repeatability

mm

Wrong inputs.Back Continue

Data for calculating deflections

Supporting the linear unit

fully

Fully

end

End

distributed

Distributed

console

Console

Console mounting

Shift of the support to the drive block

mm

Shift of the support to the tension block

mm

Distance span between two supports

mm

Point of interest (deflection)

Distance

h_x = mm

Distance

h_y = mm

Distance

h_z = mm

poiimage

Wrong inputs.Back Continue

Additional options

Multiple carriages

Number of carriages

Distance between two carriages

mm

Rigidly connected carriages

numcarriage

Screw supports

Number of screw supports

screwsupp

Motor mass and mounting

Motor mass

m_motor = kg

Distance (axial)

h_axial = mm

Distance (right to drive block)

h_right = mm

Distance (z)

h_z = mm

Mounting side

motormass

Wrong inputs.Back Finish

Suitable productsRecalculate

Load 0

delete

Sizing selection tool

Sizing selection tool

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