Stem Seal With Triangle-Sectional Bushing and Spherical Socket

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Solution Overview

Problem

Conventional stem seals for movable stems, particularly in valves, face challenges in maintaining effective sealing under varying operational and non-operational loads, leading to leaks and reduced reliability, as they rely on axial compression to achieve radial sealing, which can result in uneven stress distribution and material exhaustion, failing to meet stringent pressure ratings and reliability standards.

Innovation Solution

A stem cylinder seal using a triangle-sectional bushing or ring fully compressed between two conical sockets, and a stem shoulder seal with a ball wedge/spherical socket mating arrangement, allowing for even radial compression and resistance to wear, eliminating the need for stuffing box restrictions and enabling the seals to withstand pressures up to 1.5 times the valve rating.

Engineering Contradictions & Design Principles

VSEngineering Contradiction Analysis

1Reliability

If conventional packing rings are compressed axially to achieve sealing, then the stem cylinder seal is formed, but the sealing stress is unevenly distributed and material strength is exhausted

Engineering Contradiction:
Improvesealing reliabilityVSAvoidmaterial strength
Core Design Contradiction:
ReliabilityVSStrength

Solution Approach 1:

The invention employs a spherical stem end instead of a conventional cylindrical stem end. This spherical geometry allows the packing rings to be compressed uniformly around the stem, distributing the sealing stress evenly across all packing rings. The spherical shape eliminates stress concentration points and ensures that each packing ring experiences equal compressive force, thereby improving sealing reliability without exhausting material strength.

Inventive Principle:
Principle #14Spheroidality (Curvature)

Solution Approach 2:

The invention changes the geometric parameter of the stem end from cylindrical to spherical. This parameter change fundamentally alters the stress distribution pattern during compression. The spherical geometry transforms the stress distribution from uneven (with stress concentration at certain points) to uniform (evenly distributed around the entire circumference), allowing the packing material to withstand higher pressures without exceeding its strength limits.

Inventive Principle:
Principle #35Parameter changes

2Force

If axial compression is applied to packing rings, then radial sealing force is generated, but the compression force is inefficiently converted

Engineering Contradiction:
Improveradial sealing forceVSAvoidcompression force efficiency
Core Design Contradiction:
ForceVSUse of energy by moving object

Solution Approach 1:

The spherical stem end geometry optimizes the conversion of axial compression force into radial sealing force. When axial force is applied to the spherical stem end, it uniformly distributes this force radially outward against the packing rings. This geometric configuration maximizes the efficiency of force conversion, ensuring that the entire axial compression force is effectively transformed into radial sealing pressure without loss, unlike conventional cylindrical designs where force distribution is uneven.

Inventive Principle:
Principle #14Spheroidality (Curvature)

3Reliability

If conventional cylindrical stem end is used, then the structure is simple, but the sealing performance deteriorates under varying loads

Engineering Contradiction:
Improvesealing performanceVSAvoidstem structure complexity
Core Design Contradiction:
ReliabilityVSDevice complexity

Solution Approach 1:

The spherical stem end replaces the conventional cylindrical stem end, providing superior sealing performance under varying operational and non-operational loads. The spherical geometry naturally accommodates load variations by maintaining uniform contact and stress distribution throughout the packing rings, regardless of the direction or magnitude of the applied forces. This simple geometric change delivers robust sealing performance without requiring complex additional components or mechanisms.

Inventive Principle:
Principle #14Spheroidality (Curvature)

4Reliability

If stuffing box restrictions are used to compress packing, then the seal is contained, but the compression is uneven and restrictive

Engineering Contradiction:
Improveseal integrityVSAvoidcompression uniformity
Core Design Contradiction:
ReliabilityVSEase of operation

Solution Approach 1:

The invention extracts and eliminates the stuffing box restriction from the sealing system. By removing the confining stuffing box, the packing rings are free to expand and conform to the spherical stem end under compression without being constrained by rigid walls. This extraction of the restrictive element allows for more uniform and natural compression of the packing material, improving both the ease of operation and the overall seal integrity.

Inventive Principle:
Principle #2Taking out (Extraction)

Applied Scientific Principles

This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.

Function Achieved in This Case

The solution provides a high-efficiency, wear-resistant, and reliable stem seal assembly that doubles the strength of the sealing material, meeting ASME and TA Luft standards by evenly distributing radial forces and maintaining integrity under temperature and pressure changes.

Implementation Method 1

The stem cylinder seal is a triangle-sectional bushing or ring of stem cylinder seals compressed fully within two opposing conical sockets... A radial force compounded by the compressing force from the gland and the reacting force from the lower conical socket is applied to the cylindrical outer surface

Methodology Applied
Scientific EffectMechanical force transformation through conical geometry: Wedge

Implementation Method 2

The stem shoulder seal is a ball wedge/spherical socket mating arrangement... the spherical shoulder is so diametrically either equal to or economically slightly bigger than the spherical socket... the mating contact will be always on the spherical surface

Methodology Applied
Scientific EffectSpherical geometry force distribution: Ball

Implementation Method 3

The packing can only be compressed by an originally axial force. Thus it is critical for realizing the stem cylinder seal to enable the packing to obtain a radially compressing component from an originally axially compressing force

Methodology Applied
Scientific EffectMaterial deformation under compression: Deformation

Data Source

PatentUS8382067B2Stem seal
Publication Date: 2013.02.26 ZHEJIANG HUAXIA VALVE
  • US8382067B2 patent drawing
  • US8382067B2 patent drawing
  • US8382067B2 patent drawing

AI summary

Any stem seal using either a triangle-sectional bushing or ring as stem cylinder seals or a ball wedge/spherical socket mating arrangement as stem shoulder seals can individually withstand the same pressure as the burst pressure of bodies without failure. The sectional triangle of the triangle-sectional bushing or ring is truncated to provide a wearing and compressing allowance for the bushing or ring, and so will be again a full triangle or an untruncated triangle when the bushing or ring is fully worn. The ball wedge/spherical socket mating is a mating which uses ball wedges as a stop shoulder of stems and the spherical socket as a stop socket at stem exits.