Fetal malpresentation-Breech-and-transverse-presentation
Portal
/
Home
/
Sandkasse-WogK
/
obstetrics-gynecology
/
Chapters
/
Fetal malpresentation-Breech-and-transverse-presentation
/
Home
findbehandler
fuldmagt
MinSundhedsjournal
registreringer
Borger
pro
spaerring
Fagperson
Drift
sundhedsjournalen
Sandkasse-WogK
antiphospholipid-antistof-syndrom
templates-paa-sdk-emneside
kampagner
dissemineret-intravaskulaer-koagulation
kost-og-symptomliste
brystrehabilitering
hjaelp
kliniske-retningslinjer
tsa-tester-alt
HelloWorld
Hjaelp til sundheddk
Kontaktside
screening-for-depression-hos-unge
brystrekonstruktion-med-expander
fysioterapeuter-knaeartrose
KC Pentia
LAV IKKE OM hoved-halskraeft
Kopi af Medienavigationsside
smerteplastre
Medienavigationsside
Katrine
HDE
KSU
Mette
PHA
sicas
basislisten-redirect
PraksisinformationsNyhedsskabelon
cille-tester
cme-tester-alt
cme
COVID19ogMedicin
obstetrics-gynecology
obstetrics
gynecology
Chapters
Labor dystocia
Alloimmunization-in-pregnancy
Approach-to-the-patient
Gynecological infections
Benign-pelvic-tumors
Abnormal uterine bleeding and Amenorrhea
Antenatal care
Benign-vulvovaginal-diseases
Bleeding during late pregnancy
Fetal interventions
Infections during pregnancy
Medical disorders in pregnancy-Endocrine diseases
Medical disorders in pregnancy-Gastrointestinal disorder
Medical disorders in pregnancy-Hematology og rheumatologic diseases
Medical disorders in pregnancy-Other medical diseases and cancer in pregnancy
Normal delivery
Normal pregnancy
Operative vaginal delivery and cesarean section
Postterm pregnancy
Psychology of pregnancy and maternity
Stillbirth - case 2
The puerperium and its complications
Violence against women
Birth injuries
Climacterium
Contraception
Differential-diagnosis-of-common-gynecological-complaints
Early Pregnancy Complications
Female-genital-anatomy-embryology-and-mullerian-malformations
Fetal asphyxia
Fetal growth
Fetal malpresentation-Breech-and-transverse-presentation
Gynecologica-cancers-Uterine-cancers
Gynecological sexology
Gynecological surgery
Gynecological-cancer-Epithelial-ovarian-cancer-and-Borderline-ovarian-tumors
Gynecological-cancers-Cervical-cancer
Gynecological-cancers-Trophoblastic-disease
Gynecological-cancers-Vaginal-cancer
Gynecological-cancers-Vulva-cancer
Hyperemesis-gravidarum-and-other-pregnancy-related-conditions
Induced-abortion
Induction-of-labor
Medication Use during Pregnancy and Lactation
Multiple-pregnancies
Pelvic-organ-prolapse
pelvic-pain
Polycystic ovary syndrome PCOS
Postpartum hemorrage
Preeclampsia-and-other-hypertensive-disorders-of-pregnancy
Premalignant-lesions-of-the-uterine-cervix
Prenatal Diagnosis
Preterm Delivery
Recommendations during pregnancy
Stages-of-puberty
Stillbirth
Substance-abuse-during-pregnancy
Table-2-for-Medication-use-during-pregnancy-and-lactation
the-infertile-couple
The-menstrual-cycle
Urinary-incontinence-and-voiding-dysfunctions
Womens-Global-Health
dictionary
meeting-in-june
Obstetricsandgynecology
borgergenererede-sundhedsdata
CHH
swe
teratom-cystisk
Vibeke
Tekstlaengder
HovedmenuIkonbar
om-sundhedsjournalen
ovelsesfilm
sundhedstilbud2
arvelig-risiko-for-brystkraeft
brugertest
laegehaandbogen
medicinkortet
panelet
patientforeninger
Sso
undervisning
telekol
aftaler
fravalg
MinSundhed
naar-du-venter-paa-svar
stamkort
Lokal-soeg
projekter
soft
soft1
soft2
Fejlsider må-ikke-slettes
sundhedstilbud
genvej-sundhedsjournal
smitteregistrering
e-journal
info
Data
patienthaandbogen
Sundheddk apps
Laegehaandbogen
Apps
Brugermanual
<Provider Id="sundheddkcms"> <Item Id="{A8923431-3ECF-415E-B5C4-3E1EF0882F67}" Name="Fetal-malpresentation-Breech-and-transverse-presentation" Type="ELearningPage" ParentProviderId="sundheddkcms" ParentItemId="{6F915934-CA73-4D72-A123-C015CE1C4673}" SortOrder="1300" PublishDate="2020-08-15T15:18:00" DeleteDate="2999-12-31T00:00:00" PotItemType=""> <Content> <HtmlField Name="References"><![CDATA[<p>Berhan Y, Haileamlak A. The risks of planned vaginal breech delivery versus planned Caesarean section for term breech birth: a meta-analysis including observational studies. BJOG 2015; DOI: 10.1111/1471-0528.13524.<br /> <br /> Hofmeyr GJ, Kulier R, West HM. External cephalic version for breech presentation at term. Cochrane Database Syst Rev 2015; CD000083 <br /> <br /> Kotaska A, Menticoglou S. Management of Breech Presentation at Term. J Obstet and Gynaecol Can 2019; 41, 1193-1205 <br /> <br /> Impey, LWM, Murphy, DJ, Griffiths, M Penna, LK on behalf of the Royal College of Obstetricians and Gynaecologists. Management of Breech Presentation. BJOG 2017; 124: e151– e177. </p> <p>Royal College of Obstetricians and Gynaecologist (RCOG). The management of breech presentation (Green-top Guideline No. 20b). London (UK). RCOG. 2017 </p>]]></HtmlField> <HtmlField Name="Author"><![CDATA[Susanne Albrechtsen, Consultant, MD, Ph.D., Department of Obstetrics and Gynecology, Haukeland University Hospital, Bergen, Norway <br /> <br /> Lone Krebs, Professor, Consultant, DMSc, Department of Gynecology and Obstetrics, Amager Hvidovre Hospital, and Department of Clinical Medicine, University of Copenhagen, Copenhagen, Denmark <br /> <br /> Georg Macharey, Consultant, MD, Ph.D., Department of Obstetrics and Gynecology, Helsinki University Hospital, Helsinki, Finland <br />]]></HtmlField> <HtmlField Name="TakeHomeMessage"><![CDATA[<ul> <li>In 3-5% of term pregnancies, the fetus is in breech presentation. At earlier gestational ages the frequency is higher</li> <li> An attempt of external cephalic version in weeks 36-37 reduces the number of infants delivered from a breech presentation</li> <li>Women with risk factors such as placenta previa, vaginal bleeding, and severe intrauterine growth restriction should not undergo external cephalic version attempts</li> <li>Planned vaginal delivery is associated with higher perinatal mortality and morbidity compared to planned cesarean delivery, but with proper evaluation and correct management the risk is minimal</li> <li> Vaginal breech delivery requires experience with specific delivery maneuvers, and obstetricians and midwives should receive regular training for handling this situation. </li> </ul>]]></HtmlField> <HtmlField Name="PageContent"><![CDATA[<h2>Introduction</h2> <p> Breech presentation and to some degree, the related transverse lie represents one of the major obstetric management challenges with a wide range of implications. In the obstetrician’s daily work, knowledge of how to handle malpresentation such as breech during labor is necessary because it requires specific clinical intervention and counseling of the pregnant woman. If it is not diagnosed before labor starts, it is an emergency.</p> <p> In many countries, has a decline of clinical skills concerning vaginal breech delivery made a cesarean section delivery the only option if the fetus is diagnosed in a breech presentation. If the delivery appears to be imminent, and there is no time left to perform a cesarean section, a vaginal breech delivery will become necessary. In obstetric counseling and risk assessment, the objective is to guide and give advice so that the woman can decide what is best for her, the baby, and concerning possible future pregnancies. Both presentations, breech, and transverse lie or presentation are infrequent as the fetus will tend to turn to cephalic presentation as the pregnancy advances spontaneously. Breech presentation occurs in 3-5% and transverse lie/presentation in about 0.5% of all births. </p> <h2>Types of breech presentation</h2> <p> Breech presentation is defined as a longitudinal fetal lie where the fetal head is in the fundal area of the uterine cavity. Depending on the types and degrees of flexion or extension in the hips and knees, the fetus may present with the buttocks, knees, or feet first through the birth canal. In transverse lie, the fetal longitudinal axis lies perpendicular to the long axis of the uterus, i.e. the fetal head is palpated in one of the maternal flanks. The diagnosis can be made by external palpation using Leopold’s maneuvers but should be confirmed by ultrasound examination. If a transverse lie is diagnosed, a survey of uterine and fetal anatomy should be performed to look for abnormalities or conditions such as placenta previa, which may prevent a longitudinal lie. Fetuses in transverse lie must be delivered by cesarean section (except in the case of a second twin or other higher-order multiple pregnancy). Still, an external cephalic version can be offered if no contraindication for a vaginal delivery is present.</p> <p>[VIMEO=447071649|app=true]</p> <p> Seven main categories of breech presentation are illustrated.</p> <p><img title="Figure 1. Nomenclature and types of breech presentation" style="width: 500px; height: 297px;" alt="Nomenclature and types of breech presentation" src="1083B29710454538BF290379B48CBF62-500-297" height="297" width="500"> </p> <p><em>Frank breech (type A): Both hips of the fetus are flexed, and both knees extended. It is the most common type of presentation in term breech delivery (75%). <br> Complete breech (type B): Both hips are flexed, and both knees flexed. Incomplete breech (type C): Both hips are flexed, one knee is extended, and the other knee flexed. <br> Knee presentations (types D and E): Either both knees are flexed and hips extended (E) or one hip is flexed and knee extended (D). <br> Footling presentations (types F and G): The lower extremities of the fetus are extended with one (F) or both (G) hip flexed while both knees are extended.</em></p> <p>The available uterine or intra-amniotic space may determine different types of breech presentation. Thus more relative space in early pregnancy can explain why incomplete and knee presentations occur more frequently in preterm deliveries. <br> <br> The type of breech presentation is best confirmed by ultrasound examination. <br> At the start of labor, when the presenting part is at the pelvic inlet, it might not be possible to palpate buttocks and feet at the same time. Therefore complete and incomplete breech presentation may be misinterpreted as a footling presentation. <br> <br> The actual mechanisms which cause the fetus to achieve a cephalic presentation remain uncertain. However, fetuses in breech presentation require special attention in pregnancy and during delivery. </p> <h2>External cephalic version</h2> <p>External cephalic version (ECV) is a procedure whereby the fetus is turned from breech presentation or transverse lie to a cephalic presentation. As vaginal breech delivery is associated with an increased risk of adverse perinatal outcomes and cesarean section, a successful ECV can increase the chances of a vaginal delivery. ECV is successful in 40-60% of cases.</p> <p>Note the following:</p> <ul> <li>Transverse lie, multiparity, average, or increased amounts of amniotic fluid enhance the ECV success rate. </li> <li>Nulliparity, high maternal BMI, high gestational age, decreased amounts of amniotic fluid, fetal macrosomia, uterine malformations, and an anterior placenta impede the success rate. </li> <li>After a successful ECV, women still have an increased risk of cesarean during labor compared to the background population. </li> <li>The use of tocolysis increases the success rate of ECV. </li> <li>In less than 1% of cases, ECV is complicated by persistent fetal rate abnormalities leading to an emergency cesarean section. Preparations for this eventuality are therefore necessary when ECV is attempted. Infrequent complications to ECV are placental abruption, vaginal bleeding, rupture of membranes, and fetomaternal hemorrhage.</li> </ul> <h3>Indications</h3> <p>Gestational age 36+0 weeks or more and a singleton fetus in breech presentation or transverse lie. </p> <h3>Contraindications</h3> <p>Severe intrauterine growth restriction or oligohydramnios. </p> <p>Severe preeclampsia. </p> <p>Placenta previa of any type. </p> <p>Vaginal bleeding within the last week. </p> <p>Maternal alloimmunization.</p> <h3>Procedure</h3> <p> Fetal and placental position is confirmed by ultrasound. </p> <p>The women should be informed about the background for the procedure and potential risks. </p> <p>A normal reactive CTG tracing of 20 minutes should be obtained immediately before the attempt. </p> <p>Tocolysis, such as salbutamol or terbutaline, can be administered subcutaneously 15-30 minutes before the procedure or by intravenous infusion. </p> <p>An obstetrician usually performs the procedure.</p> <p>[VIMEO=447073734|app=true]</p> <p> During the procedure, the FHR is intermittently surveilled by cardiotocography, doptone, or ultrasound. </p> <p>In case of persistent fetal bradycardia or a hypertonic uterus, the procedure is suspended. </p> <p>After the procedure, a CTG tracing of at least 20 minutes should be obtained whether the attempt was successful or not. </p> <p>Rh(D) negative women should receive anti-D immunoglobulin if the blood type of the fetus is Rhesus positive or unknown. </p> <h2>Vaginal breech delivery and outcomes</h2> <p> Planned vaginal breech birth implies an increased risk of short-term fetal morbidity, including fetal injury, fetal distress resulting in a low 5-minute Apgar score, a low umbilical arterial pH of <7, a higher NICU admission rate, early signs of brain damage and nerve injury. With a planned cesarean section, the risk of perinatal death is very low (about 1/2000). With skilled care in labor, the risk is higher, but still very low - about 1/700.</p> <p>In vaginal breech delivery, the obstetrician has to be able to perform specific maneuvers for delivering the fetus safely. In several trials of vaginal breech delivery, an intrapartum cesarean delivery rate of 20–30% is reported. At the age of two years, no difference in infant’s brain and nerve development or rate of death was found between breeches delivered vaginal or by cesarean section.</p> <h2>Cesarean breech delivery and outcomes</h2> <p>A cesarean birth is associated with an increased risk of maternal morbidity and mortality, particularly emergency cesarean during active labor. In delivery wards with little experience with vaginal breech delivery, planned vaginal delivery can be associated with an up to 50% or more risk of having an emergency cesarean. In such settings, an elective cesarean is preferred.</p> <h2>When should a woman with suspected non-cephalic presentation be referred for obstetric evaluation?</h2> <p>Women with a suspected malpresentation should be referred in or after week 35 for counseling regarding the options of external cephalic version, elective cesarean section, or an attempt at assisted vaginal breech delivery.</p> <p>Women with a fetus in breech presentation are advised to attend the delivery unit without delay when there is suspected membrane rupture or at the onset of painful contractions.</p> <h2>What are the criteria for a vaginal breech delivery?</h2> <ul> <li> Pre- or early labor ultrasound examination to determine: </li> <li>Average fetal growth (estimated fetal weight between 2800 and 4000 g) </li> <li>Flexion of the fetal head </li> <li>No footling breech presentation (Figure 1) </li> <li> Adequate maternal pelvis </li> </ul> <h2>What if a woman with a breech position is identified in rapidly progressing labor out-of-hospital?</h2> <p> The mother should be immediately transferred to the delivery unit. If that is not possible, the fetus should be delivered spontaneously. It is recommended to be assisted by an experienced obstetrician. However, most fetuses in breech presentation can and will be delivered spontaneously.</p> <h2>Labor management of planned hospital breech delivery</h2> <p>Careful patient selection for vaginal delivery is critical to avoid adverse outcomes. An obstetrician skilled in breech birth should be present during the delivery. Spontaneous onset of labor is optimal, but induction of labor for selected patients may be feasible. Cord prolapse should be excluded on admission. Normal fetal heart rate pattern and normal progress of labor is reassuring for a normal outcome. Oxytocin augmentation and epidural analgesia can be recommended. The active second stage of labor should not exceed 60 minutes.</p> <h2>Vaginal delivery of the fetus in breech presentation</h2> <p> The delivery of a term singleton breech fetus can be spontaneous or assisted, but it is recommended to keep hands off until the fetal umbilicus is visible. The obstetrician then may facilitate the delivery of the legs one after the other.</p> <p> If the fetal trunk does not rotate with the spine anteriorly spontaneously, the obstetrician should facilitate the rotation. The woman should continue to push after delivery of the buttocks.</p> <p> The obstetrician delivers the fetus by lifting the fetal legs and body over the maternal symphysis (the Bracht maneuver). If the fetal arms are not delivered spontaneously, the obstetrician may perform a specific rotation of the fetal body (the Løvset’s maneuver).</p> <p> To deliver the fetal head, suprapubic pressure is applied to support the flexion and descent of the fetal head while the fetal body is tilted downwards. When the occipital hairline of the fetus is visible, the head can be delivered either spontaneously, flexing the fetal neck manually (the Mauriceau-Smellie-Veit maneuver), or using specific forceps applied on the fetal head (Piper’s or Kielland’s forceps).</p> <p>[VIMEO=449993879|app=true]</p> <p> </p> <p><strong>Keywords: </strong>​Breech presentation, type of breech, external cephalic version, mode of delivery, transverse lie</p> <p><em> </em></p> <h2>Multiple choice quiz</h2> <p><a href="https://mcq.nfog.org/start/chapter/27">https://mcq.nfog.org/start/chapter/27</a></p>]]></HtmlField> <TextField Name="PageTitle">Fetal malpresentation: Breech and transverse presentation</TextField> <LinkListField Name="Organization"> <LinkField linktype="internal">{EDE5E580-88A9-407B-A0E7-26A2405EDFBF}</LinkField> </LinkListField> <LinkListField Name="MetaInformation"> <LinkField linktype="internal">3</LinkField> <LinkField linktype="internal">2</LinkField> <LinkField linktype="internal">1</LinkField> </LinkListField> <TextField Name="NavigationTitle">Fetal malpresentation: Breech and transverse presentation</TextField> <CheckBoxField Name="ShowInMenu">true</CheckBoxField> <DateTimeField Name="RevisedDate">2021-08-31T16:08:00</DateTimeField> <TextField Name="__Updated by">sitecore\isra</TextField> <TextField Name="MetaKeywords">Breech presentation, type of breech, external cephalic version, mode of delivery, transverse lie</TextField> <LinkListField Name="InformationType"> <LinkField linktype="internal">3</LinkField> </LinkListField> <LinkListField Name="SearchTargetGroup"> <LinkField linktype="internal">2</LinkField> </LinkListField> <CheckBoxField Name="ShowInContentField">true</CheckBoxField> </Content> <Medias> <Media Id="1083B29710454538BF290379B48CBF62-500-297" Name="Figur1" MimeType="image/png" Extension="png" Width="500" Height="297"><![CDATA[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]]></Media> </Medias> </Item> </Provider>
94.115 characters