The SHOCK TECHShock and
Vibration Nomograph tool can be used to quickly determine values of Natural
Frequency (Hz), Half-period (sec), Displacement (in), Acceleration (G),
Velocity (in/sec) and Drop Height (in) when any two or more of the factors are
known and used as a baseline.
· The
Nomograph tool is limited to a single degree of freedom (SDoF) of any kinematic
relationship for a mass in steady state sinusoidal motion.
· Free
fall drop relationships for any of the values are limited to that of an
un-damped SDoF system.
These web site examples are limited to a SDoF Sinusoidal
Vibration Input and a Free Fall Impact. If they are not sufficient for
your application, contact a SHOCK TECH Applications Engineer to help you with your
solution for Velocity Step and other sinusoidal vibration or shock input
problems. To download a clean 'A' size (8.5in x 11in) PDF of the
nomograph, click on any of the nomographs below to print or save it from the
new browser window for your use
The nomograph tool is for use as a general guide only
for determining what mount performance parameters might be needed for any given
application. It is not a guarantee of exact requirements or performance of
any dynamic suspension system. Shock Tech always recommends testing
to validate any mount selection's performance for all applications.
Sinusoidal Vibration Example:
System Fn = 30Hz
Maximum Acceleration = 10G
Problem: Determine Maximum
Displacement & Velocity.
Step 1: Locate
Point where 10G line intersects the 30Hz line.
Step 2: Read the
Maximum Velocity from the left; = 20.5 ips
Step 3: Read the
Maximum Displacement from the Displacement values (rotated 45°
clockwise/to the right from vertical); = .11in
Free Fall Impact Example:
System
Fn = 20Hz
Drop Height = 30in
Problem: Determine Maximum
Acceleration & Displacement
Step 1: Locate
Point where 30in Drop Height line intersects the 20Hz line.
Step 2: Read the
Maximum Acceleration from the Acceleration values (rotated 45°
anti-clockwise/to the left from vertical); = 50G's
Step 3: Read the
Maximum Displacement from the Displacement values (rotated 45°
clockwise/to the right from vertical); = 1.2in