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Twenty-one Reasons Affirming Starling’s Law on the Capillary-interstitial Fluid Transfer Wrong and the Correct Replacement is the Hydrodynamic of the Porous Orifice (G) Tube

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Abstract

Many reasons why Starling’s law wrong and the correct replacement is the hydrodynamic of porous orifice (G) tube exist. Starling’s hypothesis is based on Poiseuille’s work in which the hydrostatic pressure causes filtration. The oncotic pressure force of plasma proteins causes re-absorption. Starling’s law is wrong on both forces. The capillary has a pre-capillary sphincter and pores that allow the passage of plasma proteins. This makes the capillary a porous orifice (G) tube with different hydrodynamic; side pressure causes suction not filtration. The pores nullify the oncotic force in vivo. There is evidence to show that the osmotic chemical composition of various body fluids is identical to plasma proteins. The interstitial fluid (ISF) space has a negative pressure of -7 cm water. Evidence on Albumin versus Saline for fluid resuscitation shows no significant difference. This affirms that the oncotic force does not exist in vivo that partly prove Starling’s law wrong. Inadequacy in explaining the capillary–ISF transfer, has previously called for reconsideration of Starling’s hypothesis. Physics and physiological research demonstrate that pressure does not cause filtration across the wall of G tube, it causes suction. In G tube negative side pressure gradient causing suction maximum near the inlet and turns positive maximum near the exit causing filtration. Physiological study completed the evidence that Starling’s law is wrong as the capillary works as G tube not Poiseuille’s tube. Both absorption and filtration are autonomous functions of G tube thus fit to replace Starling’s law. The clinical significance is discussed.
Twenty-one reasons arming Starling's law on the
capillary-interstitial uid transfer wrong and the
correct replacement is the hydrodynamic of the
porous orice (G) tube.
Author
Ahmed N. Ghanem, MD (Urology), FRCSE Ed,
Mansoura University, Faculty of Medicine, Egypt
Retired Consultant Urologist Surgeon and Independent Investigator .
No1 President Mubarak Street, Mansoura 35511, Egypt.
anmghanem1@gmail.com
Mobile Egypt: 00201150488346
Mobile UK: 00447306321589
Orcid ID orcid.org/0000-0002-1310-7080
Article Statistics
Word count:
Abstract 250
Article 1052
Number of references 27
Number of photos 1
Number of tables 0
Number of pages 7
Abstract
There are 21 reasons why Starling's law is wrong and the correct
replacement is the hydrodynamic of porous ori%ce (G) tube. His
hypothesis is based on Poiseuille's work in which the hydrostatic pressure causes filtration.
The oncotic pressure force of plasma albumin causes re-absorption. Starling's law is wrong on
both forces.
The capillary has a pre-capillary sphincter and wide pores that allow the passage of plasma
proteins. This makes the capillary a porous orifice (G) tube with different hydrodynamic; side
pressure causes suction not filtration. The pores nullify the oncotic force in vivo. There is
evidence to show that the osmotic chemical composition of various body fluids is identical to
plasma proteins. The interstitial fluid (ISF) space has a negative pressure of -7 cm water.
Evidence on plasma protein versus Saline shows no significant difference. This affirms that
the oncotic force does not exist in vivo that partly prove Starling's law wrong. Inadequacy in
explaining the capillary–ISF transfer, has previously called for reconsideration of Starling’s
hypothesis.
Physics and physiological research demonstrate that pressure does not cause filtration across
the wall of G tube, it causes suction. In G tube negative side pressure gradient causing suction
maximum near the inlet and turns positive maximum near the exit causing filtration.
Physiological study completed the evidence that Starling’s law is wrong as the capillary
works as G tube not Poiseuille’s tube. Both absorption and filtration are autonomous
functions of G tube thus fit to replace Starling's law. The clinical significance is discussed.
Editorial
The complete evidence that Starling's law is wrong and the correct
replacement is the hydrodynamic of the porous ori%ce tube is now
reported as summarized here1: Dr, Starling2 proposed his hypothesis >80 years
prior to the discovery of the capillary ultrastructure and correct physiology as shown here. He
based his hypothesis on Poiseuille's2 work in which the hydrostatic pressure is a positive force
of the arterial pressure causing filtration3. The oncotic pressure force of plasma proteins
causes re-absorption. Starling's law is wrong on both forces because of the following reasons3
.
1. In the pulmonary circulation arterial pressure is less than the plasma oncotic πc
pressure. In the liver, muscles and lung interstitial fluid (ISF) has high protein
content. nThus, fluid filtration in the lungs and reabsorption in the liver and muscles
lacks explanation3.
2. The capillary has a pre-capillary sphincter as reported by Rhodin in 19675 which
makes it different from Poiseuille's tube of uniform diameter as modern research
mentioned below demonstrates.
3. The capillary has porous wall of intercellular slits that allow the passage of molecules
larger than plasma proteins as shown by Karnoveski in 19676. Hence plasma proteins
cannot exert an oncotic pressure in vivo.
4. The osmotic chemical composition of various body fluids is identical to plasma
proteins as demonstrated by Hendry in 19627, Hence the oncotic pressure if it exists is
too week and too slow force to cause absorption.
5. The oncotic pressure of plasma proteins does not work as absorption force neither in
physiology as proved by Hendry in 19627 nor in clinical practice demonstrated by
Cochrane Injuries Group and other authors in 19988 and 200610.Also most recent
study using hydroxyethyl Starch (HES) as plasma substitutes for fluid resuscitation in
2020 demonstrated, like albumin, that there is no significant difference from using
Saline11.
6. Guyton and Coleman (1968) 12 demonstrated that the interstitial fluid (ISF) space has
a negative pressure of -7 cm water and Calnan et al (1972)13 showed that the lymph
has the same negative pressure. The pressure under the skin is negative. That cannot
be explained by Starling's law.
7. Inadequacy in explaining the capillary–ISF transfer in many parts of the body as
reported by Keele et al in 19824, particularly vital organs, has previously called for
reconsideration of Starling’s hypothesis by Renkin in 198614.
8. Recently reported evidence on plasma protein8-10 and HES11 versus Saline for
volume replacement therapy during major surgery shows no significant
difference. This affirms that the oncotic force does not exist in vivo that partly prove
Starling's law wrong.
9. Both physics15,16 and physiological17 research has demonstrated that the hydrostatic or
rather dynamic flow pressure induced by the proximal akin to arterial pressure does
not cause filtration, as proposed by Starling, across the wall of porous orifice (G)
tube. It causes suction15-16.
10. The proximal or arterial pressure induces negative side pressure gradient along the G
tube wall causing suction maximum near the inlet and turns positive maximum near
the exit causing filtration as based on physics experiments15,16 (Figure 1) and
physiological research17. Venous pressure enhances filtration and causes edema, but
arterial pressure does not- it causes absorption by suction. Both absorption and
filtration are autonomous functions of G tube making it the correct replacement for
the faulty law1.
11. The physiological study on the hind limb of sheep17 has completed the evidence that
Starling’s law is wrong as the capillary works as G tube not Poiseuille’s tube1.
12. The physiological study showed that plasma proteins versus Saline as circulation
fluid has no significant difference. First set of experiments the fluid is run through the
artery. This produced no edema formation but irrigated the limb well. Second set of
experiments the fluid is run through the vein; both plasma and saline induced edema
and accumulation of fluid under the cling membrane that replaced the skin.
13. Received thinking that elevating central venous pressure (CVP) is synonymous with
elevating arterial pressure is prevailing in current clinical practice during fluid
therapy for shock, the resuscitation of the acutely ill patients and prolonged major
surgery. This may be correct during restoration therapy for hypovolemic and
haemorrhagic shock, but vascular expansion or volumetric overload (VO) is a
different issue as it induces volumetric overload shocks (VOS)18--23 and causes the
acute respiratory distress syndrome (ARDS)23,24 that was originally reported by
Ashbaugh et al,24 in 1967.
14. Persistent attempts to elevate CVP up to levels of 18 to 22 cm water are common
received practice, but wrong,23. The normal CVP is around 0 and most textbooks
report a range of –7 to +7 cm water3,4,25 The question of: Does raising CVP up to level
of 18-22 cm water cause VOS? Has been positively answered26.
15. Clinical observations demonstrate that, in addition to the well-known effect of high
venous pressure causing oedema, arterial hypertension has no such effect, if not exact
opposite. In clinical practice, although arterial hypertension is common, ISF oedema
is unknown among its complications23.
16. In the G–C model of the physics experiments15,16, a minor increase in distal pressure
(DP), akin to venous pressure, increases fluid volume in chamber C around the G
tube (Figure 1) reverting chamber pressure (CP) from negative to positive while
slowing the G–C circulation. Increasing DP has similar effect to decreasing proximal
pressure (PP) akin to arterial pressure on the G–C circulation and CP and volume.
17. Vascular expansion of volumetric overload with hypervolaemia causes VO shocks18-
22. There is no doubt that the erroneous Starling's law is responsible for the many
errors and misconceptions prevailing on fluid therapy22 for shock, the acutely ill
patients and during major surgery which mislead physicians into giving too much
fluid that induce VOS and ause the multiple organ dysfunction syndrome (MODS) or
ARDS23,24.
18. This wrong law dictates faulty rules on fluid therapy that underlies the treating
physician’s thought when embarking on the overzealous fluid infusion during the
resuscitation of shock, acutely ill and prolonged major surgery.
19. A concept based on the new hydrodynamic phenomenon of G tube is proposed to
replace Starling's law for the capillary–ISF circulation1. It explains this vital
circulation in every organ and tissue.
20. A rapid autonomous dynamic magnetic field-like G–C circulation occurs between
fluid in the G tube’s lumen and a surrounding fluid compartment C akin to ISF
around the capillaries (Figure 1).
21. The presented evidence does not only prove that Starling’s law is wrong but also
provides the correct replacement that is the hydrodynamic of the G tube explaining
the capillary-ISF circulation in every tissue and organ of the body. This is the only
way to resolve the puzzles of the transurethral resection of the prostate (TURP)
syndrome, acute dilution hyponatraemia (HN) and ARDS23,26,27.
Addendum
Additional reason is the most serious experimental error
in the study that transformed Starling’ hypothesis into a
law
The report by Pappenheimer and Soto-Rivera in (1948) [28] was the main
reason for the transformation of Starling’s hypothesis into a law. These
authors thought that elevating the capillary pressure may be achieved by
elevating the venous pressure or arterial pressure alike, matching mmHg
for mmHg, and they reported this to be in support of Starling’s hypothesis.
However, this also has proved wrong, as demonstrated in the G tube and
Poiseuille’s tube experiments as well as evidence from clinical practice:
Elevating distal pressure (DP) akin to venous pressure augments %ltration
as shown in graph (Figure 11 SI) and in clinical practice causes oedema
formation while elevating proximal pressure (PP) akin to arterial pressure
or MHP does not, it enhances suction or absorption via the negative SP
maximum near the inlet of the G tube .
In support of the above fact is: High venous pressure, or obstruction, is
the main cause of the most common clinical oedema but arterial
hypertension though quite common it never causes oedema. O< course
neither Starling nor any of the authors who transferred his hypothesis into
a law were aware of the brilliant discoveries of precapillary sphincter [18]
and wide porous wall of intercellular clefts of the capillary that allow the
passage of plasma proteins thus nulli%es oncotic pressure in vivo [19] that
were discovered later in 1967. The G tube discovery demonstrate PP akin
to arterial pressure induce negative pressure gradient exerted on the
tube’s wall that is maximum near the inlet causing suction or absorption.
So, both Starling’s forces are wrong .
The same wrong conception that elevating CVP to levels of 20-22 cm H20
may elevate the arterial pressure in shock by infusing too many @uids was
prevailing in clinical practice till recently. Fortunately, such practice has
stopped now since it was realized that it induces volume kinetic shocks
[15,16] that cause ARDS [13,14,28].
Conict of interest: None declared by the author
Funds received during the studies and reports: None.
References
1. Ghanem AN. The Correct Replacement for the Wrong Starling’s law
is the Hydrodynamic of the Porous Ori%ce (G) Tube: The Complete
Physics and physiological Evidence with Clinical Relevance and
Signi%cance. Research Article. Cardiology: Open Access Cardio
Open, 2020 Volume 5 | Issue 1 | 7
2. Starling E. H. Factors involved in the causation of dropsy. Lancet
1886; ii: 1266–1270, 1330–1334 and 1406–1410.
3. Folkow B., Neil E. Circulation. Oxford University Press: London 1971; 1–125.
4. Keele C. A., Neil E., Joels N. Sampson Wright Applied Physiology. 13th ed.
Oxford University Press; Oxford, 1982.
5. Rhodin J. A. The ultra-structure of mammalian arterioles and pre-
capillary sphincters. J Ultrastructure Research 1967; 18:181–222.
6. Karnovesky M. J. The ultra-structural basis of capillary permeability
studied with peroxidase as a tracer. J Cell Biol 1967; 35: 213–236.
7. Hendry E. B. The osmotic pressure and chemical composition of
human body @uids. Clinical Chemistry 1962; 8(3): 246–265.
8. Cochrane Injuries Group. Human albumin administration in the
critically ill patients: systemic review of randomized controlled
trials: Why albumin may not work. BMJ 1998; 317: 235-40.
9. Finfer S. E<ect of baseline serum albumin concentration on outcome
of resuscitation with albumin or saline in patients in intensive care
units: analysis of data from the saline versus albumin @uid
evaluation (SAFE) study. BMJ; 333: 1044-6. (18 November 2006)
10.Vincent JL. Editorial. Resuscitation using albumin in critically ill
patients: Research in patients at high risk of complications is now
needed. BMJ; 333:1029-30. (18 November 2006)
11. Futier E, Garot M, Godet T, et al. E<ect of Hydroxyethyl Starch vs
Saline for Volume Replacement Therapy on Death or Postoperative
Complications Among High-Risk Patients Undergoing Major
Abdominal Surgery: The FLASH Randomized Clinical
Trial. JAMA. 2020;323(3):225–236. doi:10.1001/jama.2019.20833
12. Guyton A. C., Coleman T. G. Regulation of interstitial @uid volume and
pressure. Annals New York Academy of Sciences 1968; 150: 537–547.
13. Calnan J. S., P@ug J. J., Chisholm G. D., Taylor L. M. Lymphatic surgery.
Proceedings Royal Soc Med 1972; 65: 715–719.
14.Renkin E. M. Some consequences of capillary permeability to
macromolecules: Starling’s hypothesis reconsidered. Am J Physiol
(Heart Circ Physiol) 1986; 250, 19: H706–H710.
15.Ghanem AN. Magnetic %eld-like @uid circulation of a porous ori%ce
tube and relevance to the capillary-interstitial @uid circulation:
Preliminary report. Medical Hypotheses 2001 Mar; 56 (3): 325- 334.
2001 Mar; 56(3):325-34.
16.Ghanem KA. and Ghanem AN. 2017. The proof and reasons that
Starling’s law for the capillary- interstitial @uid transfer is wrong,
advancing the hydrodynamics of a porous ori%ce (G) tube as the
real mechanism. Blood, Heart and Circ, Volume 1(1): 1-7
doi:10.15761/BHC.1000102 Available online
17.Ghanem KA, Ghanem AN. The Physiological Proof that Starling’s Law
for the Capillary-Interstitial Fluid Transfer is wrong: Advancing the
Porous Ori%ce (G) Tube Phenomenon as Replacement. Open Acc Res
Anatomy. 1(2). OARA.000508. 2017
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volumetric overload in relation to the TURP syndrome. Br J Urol
1990; 66: 71–78.
19.Ghanem, A.N. and Ghanem, S.A. Volumetric Overload Shocks: Why
Is Starling’s Law for Capillary Interstitial Fluid Transfer Wrong? The
Hydrodynamics of a Porous Ori%ce Tube as Alternative. Surgical
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Volumetric overload shocks in the patho-etiology of the
transurethral resection prostatectomy syndrome and acute dilution
hyponatraemia. Integr Mol Med, 2017 doi: 10.15761/IMM.1000279
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patho-etiology of the transurethral resection prostatectomy
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based on 23 case series. Basic Research Journal of Medicine and
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in the Patho-Etiology of the Transurethral Resection of the Prostate
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Photograph
Figure 1 shows a diagrammatic representation of the hydrodynamic of G tube based on G
tubes and chamber. This 40-years old diagrammatic representation of the hydrodynamic
of G tube in chamber C is based on several photographs. The G tube is the plastic tube
with narrow inlet and pores in its wall built on a scale to capillary ultra-structure of
precapillary sphincter and wide inter cellular cleft pores, and the chamber C around it is
another bigger plastic tube to form the G-C apparatus. The chamber C represents the ISF
space. The diagram represents a capillary-ISF unit that should replace Starling’s law in
every future physiology, medical and surgical textbooks, and added to chapters on
hydrodynamics in physics textbooks. The numbers should read as follows:
1 .The inflow pressure pushes fluid through the orifice
2 .Creating fluid jet in the lumen of the G tube.**
3 .The fluid jet creates negative side pressure gradient causing suction maximal over the
proximal part of the G tube near the inlet that sucks fluid into lu
4 .The side pressure gradient turns positive pushing fluid out of lumen over the distal
part maximally near the orifice
5 .Thus, the fluid around G tube inside C moves in magnetic field-like circulation (5)
taking an opposite direction to lumen flow of G tube.
6 .The inflow pressure 1 and orifice 2 induce the negative side pressure creating the
dynamic G-C circulation phenomenon that is rapid, autonomous, and efficient in moving
fluid and particles out from the G tube lumen at 4, irrigating C at 5, then sucking it back
again at 3,
7 .Maintaining net negative energy pressure inside chamber C.
**Note the shape of the fluid jet inside the G tube (Cone shaped), having a diameter of the
inlet on right hand side and the diameter of the exit at left hand side (G tube diameter). I lost
the photo on which the fluid jet was drawn, using tea leaves of fine and coarse sizes that runs
in the center of G tube leaving the outer zone near the wall of G tube clear. This may explain
the finding in real capillary of the protein-free (and erythrocyte-free) sub-endothelial zone in
the Glycocalyx paradigm (Woodcock and Woodcock 2012) [3]. It was also noted that fine tea
leaves exit the distal pores in small amount maintaining a higher concentration in the
circulatory system than that in the C chamber- akin to plasma proteins.
... The net pressure in a surrounding chamber C is also negative ( Figure 5-7 SI). These findings have important serious implications of relevance to the capillary physiology [7][8][9][10][11] and high clinical significance [13][14][15][16] as summarized here. ...
... In fairness to Professor Starling, who was a great physiologist, he never wrote any equations nor proposed a law. I have reported 21 reasons affirming Starling's law is wrong [7]. Here I affirm that Starling's law is wrong on both of its forces [8][9][10][11], and the equations must be also wrong. ...
... It has also been demonstrated that the oncotic pressure does not exist in vivo as the capillary has wide intercellular cleft pores that allow molecules larger than plasma proteins to pass through it [19]. Hence the oncotic pressure does not exist in vivo [7][8][9][10][11]. Starling's law is thus wrong on both of its forces and the equations must also be wrong. ...
Article
Substantial evidence demonstrating Starling’s law is wrong currently exists. This article presents the final definitive proof that Starling’s law is wrong, and the correct replacement is the hydrodynamic of the G tube. The presented evidence is based on reported and new results of the G tube hydrodynamic and critical analytical criticism of landmark and contemporary impactful articles. The objectives of this article are to affirm applicability to capillary; crossing the editors’ barrier to convince the hardest of critics that the new theory is correct. The new results presented here further affirm this and the critical analytical criticisms reveal many errors that has misled authors into reporting erroneous results and conclusions affirming Starling’s law and its equations are wrong. The new results show the difference between the hydrostatic pressure and the two components of dynamic pressure: Flow and Side pressures. The side pressure is a negative pressure gradient exerted on the wall of G tube built on a scale to capillary ultrastructure of precapillary sphincter and the wide intercellular cleft pores in its wall. This affirms Starling’s law and its equation are wrong and its correct replacement is the magnetic field like phenomenon of the G tube that explain the fast capillary interstitial fluid transfer necessary for viability of cells at rest and during strenuous exercise.
... I had previously reported 21 reasons [7] affirming Starling's law on the capillary-interstitial fluid (ISF) transfer wrong and the correct replacement is the hydrodynamic of G tube [8][9][10][11]. All the 21 reasons, plus more added here later, cannot be denied or refuted. ...
... The net pressure in a surrounding chamber C is also negative ( Figure 5-7 SI 2). These findings have important serious implications of relevance to the capillary physiology [7][8][9][10][11] and high clinical significance [13][14][15][16] as summarized here. ...
... In fairness to Professor Starling, who was a great physiologist, he never wrote any equations nor proposed a law. I have reported 21 reasons affirming Starling's law is wrong [7]. Here I affirm that Starling's law is wrong on both of its forces [8][9][10][11], and the equations must be also wrong. ...
... This is based on another misconception that the sum of cross-section areas of all the capillaries is very much greater than the cross-section area of the Aorta. I have previously reported that Starling's law is wrong [3][4][5][6], the Revised Starling's Principle (RSP) is a misnomer [7], and the correct replacement is the hydrodynamics of the porous orifice (G) tube [1][2]. This creates a negative side pressure gradient exerted on the wall of the G tube. ...
... The issue on red blood cells (RBCs) speed or capillary blood speed (CBS) has already been settled elsewhere [1]. The state of very slow perfusion equilibrium dictated by the wrong Starling's law [6,7] should be replaced by the new magnetic field-like fluid transfer discovered in the porous orifice (G) tube (Figure 1) [1][2][3][4][5][6][7] to explain the fast capillary interstitial fluid (ISF) transfer [1,2]. This fast autonomous dynamic magnetic field-like fluid transfer efficiently provide for the cells at rest and during the demands of strenuous exercise with oxygen and nutrients while removing carbon dioxide and waste products. ...
... This fast autonomous dynamic magnetic field-like fluid transfer efficiently provide for the cells at rest and during the demands of strenuous exercise with oxygen and nutrients while removing carbon dioxide and waste products. So, irrespective whether the capillaries have a cross-section area that is larger or smaller than that of the aorta, a fast capillary-ISF transfer occurs as based on the hydrodynamics of the G tube that is built on the ultra structure of capillary anatomy of having pre-capillary sphincter and wide intercellular slits pores [1][2][3][4][5][6][7]. ...
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The Tree Branching Law (TBL) states: "The trunk of a branching tree does not give rise to branches that have cross-section areas larger than its own", meaning: "The sum of all tree branches' cross-section areas is less than its own trunk." The reported results demonstrate that TBL is correct. This law rule applies down the arterial tree to the terminal arterioles and capillaries, and up a green tree to its leaves. The sum of all cross-section areas of all branches at any level is less than that of the trunk. Similarly, the sum of all cross-section area of all capillaries is less than that of the aorta. The TBL thus dispels the misconceptions on "cross-section areas of all capillaries are larger than the aorta" and "red blood cells (RBCs) speed in the capillary is very slow". It provides solid evidence with RBCs speed is fast with a speed gradient between the inlet and exit of the capillary. This allows the magnetic field-like phenomena of the G tube to cause fast capillary-ISF transfer that provides for the cell viability at rest and exercise. The physiological relevance and clinical significance of TBL are discussed.
... The presented evidence demonstrates that both forces of Starling's law are wrong: The normal capillary tubes do not function as Poiseuille's tube, and the oncotic pressure does not work on the normal capillary membrane with wide intercellular cleft pores. I had previously reported 21 reasons why Starling's law is wrong [10]. I also documented that a gross experimental error occurred in the study that transferred Starling's hypothesis into a law [3,7]. ...
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Full-text available
Introduction and objective: Starling assumed that the capillary works as Poiseuille’s tube, and its wall is impermeable to plasma proteins. Hence, fluid transfer across the capillary wall is dependent upon a balance between the capillary hydrostatic pressure and plasma protein oncotic pressure. This study aimed to verify if starling’s law is correct by testing if the capillary works as the Poiseuille’s tube or the new porous orifice (G) tube akin to a capillary ultrastructure anatomy. Material and methods: A physiological study on the hind limb of sheep was conducted using both plasma proteins and crystalloid solutions. Each solution was run 3 times once through the artery then through the vein and back through the artery again while monitoring for oedema formation. Results: Oedema only occurred when the fluid is run through the vein and not through the artery irrespective of the fluid used. This indicates that the capillary function as the G tube not Poiseuille’s tube and plasma proteins passes freely through the pores hence has no oncotic effect implying that Starling’s law is wrong on both forces. Conclusion: The results affirmatively prove that the normal capillary works as G tubes not Poiseuille’s tubes. Also, plasma proteins move freely between the lumen of the capillary and the ISF space-nullifying its oncotic effect. The result also proves that starling’s law is wrong on both of its forces and the hydrodynamic of the capillary working as the G tube is the correct replacement for the capillary-ISF circulatory transfer.
... It thus misleads physicians into giving too much fluid during shock resuscitation [30]. More than 21 reasons were reported to show that Starling's law is wrong [31], none of it can be denied or refuted. The correct replacement is the hydrodynamic of the porous orifice (G) tube [8,9] (Figure 1 a&b). ...
Article
Objective: To demonstrate the TUR syndrome characterized with hyponatraemia (HN) will no longer be seen after using saline as irrigating fluid in urology, but it has re-incarnated as the acute respiratory distress syndrome (ARDS) presenting with the same clinical picture of the multiple organ dysfunction syndrome (MODS). Material and Methods: A focussed objective and relevant narrative review of other eminent authors’ work and mine are used here. Results: The TUR syndrome characterized with HN will no longer occur in urology after the use of saline as irrigating fluid in endoscopic surgery. It has reincarnated as ARDS presenting with the same MODS clinical picture. It is induced by VO caused by iv fluid infusions. This induces cardiovascular shock (VOS) that cause ARDS. The latter is already common in clinical practice due to the excessive us of IV fluids in the management of shock, acutely ill patients, and prolonged major surgery as iatrogenic complication of fluid therapy. The wrong Starling’s law dictates the current faulty rules on fluid management of shock that mislead physicians into giving too much fluid. The correct replacement is the hydrodynamics of the porous orifice (G) tube which should be the new scientific basis for fluid therapy in shock management. The currently available hypertonic sodium therapy of 5%NaCl and/or 8.4%NaCo3 is lifesaving therapy for HN, the TUR syndrome and ARDS. Conclusion: The TUR syndrome may seem to have been eradicated in urology with the use of saline as irrigating fluid in endoscopic surgery. However, it has reincarnated as ARDS with the same clinical picture of MODS. It is an iatrogenic complication of fluid therapy dictated by the wrong Starling’s law for which the hydrodynamic of the G tube is the correct replacement that should be the new scientific basis for a new policy on fluid management of shock.
... What is built on wrongdoing must also be wrong! Here are the other reasons for saying so to add to the 21 reasons affirming Starling's law is wrong previously reported [15]. This evidence is overwhelmingly convincing and none of the given reasons can be denied or refuted. ...
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Substantial evidence based on results of new physics experiments and physiological research affirm Starling’s law wrong. Here we demonstrate that the Revised Starling’s Principle (RSP) is also misleading. The article is a futile attempt to revive Starling’s law after it has long been dead and buried. A most recent article seriously criticized RSP. We hope the excuse for the authors is unawareness of new contributions rather than a desperate attempt to defend the indefensible. Nether Starling nor the authors who made the hypothesis a law were aware of the discovery of the pre-capillary sphincter that demonstrates capillary pressure induce suction not filtration as demonstrated in the G tube, and the wide inter-cellular slit pores of the capillary wall that allow the passage of plasma proteins, thus nullifying oncotic pressure in vivo. In addition to previously reported 21 reasons affirming Starling’s law is wrong we add two more that concern the main reports that transformed Starling’s hypothesis into a law. Physiologists and physicists are concerned about formulae and calculations while physicians are more concerned about the lives and safety of their patients. Hence physicians understand the importance of discarding Starling’s law; being wrong is responsible for the induction of the new volume kinetic shocks and the causation of the acute respiratory distress syndrome that kills hundreds of thousands of patients every year. Now, there is a replacement for it: The hydrodynamic phenomenon of the porous orifice (G) tube. It is time to say goodbye Starling’s law, hello G tube.
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Introduction and objective: To report the complete evidence that Starling's law is wrong and the correct replacement is hydrodynamic of the G tube. New physiological evidence is provided with clinical relevance and significance.
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Introduction and Objective: To report 23 case series demonstrating that volumetric overload shocks (VOS) cause the transurethral resection prostatectomy syndrome and dilution hyponatraemia (HN) Patients and methods: Representatives of 23 case series are reported showing the insult of volumetric overload type and quantity causing increase in plasma and interstitial fluid volumes with dilution of serum contents. Results: VOS 1 is induced by 3.5-5 litres of sodium free fluid while VOS2 is induced by >10 litres of sodium based fluids. VOS1 induces acute HN while VOS2 has no such clear marker. This causes increase in the volume of plasma and interstitial fluid with dilution of its contents. After the initial vascular shock VOS manifests with multiple vital organ dysfunction or failure. In VOS1 HN encephalopathy coma predominates while in VOS2 the adult respiratory distress syndrome predominates. Conclusion: The clinical evidence based on 23 case series that volumetric overload shocks is the patho-aetiology of the transurethral resection prostatectomy syndrome and acute dilution HN is reported. After presentation with shock and multiple vital organ dysfunction/ failure VOS1 manifests next day with encephalopathy HN coma. The evidence on volumetric overload type and quantity and its effect on plasma and interstitial fluid volume as well as dilution of serum content concentration are presented. While VOS1 is characterised with acute dilution HN, VOS 2 as no clear such marker and is presented as the adult respiratory distress syndrome. Treating VOS like any known shock with volume expansion is lethal while hypertonic sodium therapy is lifesaving.
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In 1886, Starling proposed a hypothesis for the capillary-interstitial fluid transfer in which capillary filtration is attributed to arterial pressure, based on Poiseuille's work in long uniform tubes. In 1967-8, the precapillary sphincter, pores and negative interstitial pressure were reported. In 1984, clinical observations inconsistent with Starling's hypothesis prompted a physical study to verify pressure dynamics in a porous orifice (G) tubes. Results demonstrate that, unlike in Poiseuille's tube, a fluid passing inside the lumen of the G tube exerts a negative energy pressure gradient on its wall; most negative over its proximal part causing inflow of fluid by suction and positive over its distal part causing fluid outflow. A net negative pressure gradient also occurs in a surrounding chamber C, causing fluid to flow in an opposite direction to lumen flow. An autonomous dynamic magnetic field-like G-C circulation occurred between lumen and surrounding fluid compartments. Reviewed literature support the contention that this sole phenomenon adequately explains the capillary-interstitial fluid transfer under both physiological and pathological haemodynamic conditions.
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